c. The required rate of return is directly related to the fair value of bonds. When the required rate of return is lower than the coupon rate, the fair present value of the bond will be higher than the face value and when the required rate of return is higher than the coupon rate, the fair present value of the bond will be lower than the face value.
a. Required rate of return is 6%
When the required rate of return is 6%, the fair present value of the bond can be calculated as follows:
We know that coupon payment = 7.75% × $1,000 / 2 = $38.75
Future value of bond = $1,000
Required rate of return = 6%
Semiannual periods = 10 × 2 = 20
Using the formula for present value of bond, the fair present value of the bond can be calculated as:$ 938.98
b. Required rate of return is 8%
When the required rate of return is 8%, the fair present value of the bond can be calculated as follows:
We know that coupon payment = 7.75% × $1,000 / 2 = $38.75
Future value of bond = $1,000
Required rate of return = 8%
Semiannual periods = 10 × 2 = 20
Using the formula for present value of bond, the fair present value of the bond can be calculated as:$ 851.97
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using Profiting from Pain: Business and the U.S. Opioid Epidemic..
Identify the major issue in the article. What is the primary ethical issue and why did you select it? (1-2 paragraphs)
Analyze the social and business implications of the ethical issue and their impact on society. (1 page)
Choose the appropriate business support tools and use them to support your argument. See list of tools below. (1-2 paragraphs)
Conclude and defend your decision. Given the analysis you have done; how would you approach this problem as a corporate citizen or professional? (1 page)
Sample Business Support Tools. Choose from below or use other business analysis tools from your studies.
ROI
SWOT
TOWS
PEST
PESTEL
Journal articles
T-chart
Decision Tree
Cost-Benefit
Pareto Analysis
Flow Charts
Histograms
Check Sheets
Cause/Effect Diagrams
Scatter Diagrams
Control Charts
Root Cause Analysis
Environmental Assessment
Feasibility Study
The major issue in the article "Profiting from Pain: Business and the U.S. Opioid Epidemic" is the unethical conduct of businesses in contributing to and profiting from the opioid epidemic.
The unethical behavior of businesses in the context of the opioid epidemic has significant social and business implications. Socially, it leads to a devastating impact on individuals and communities affected by addiction, resulting in loss of lives, strained healthcare systems, and social upheaval.
The business implications include tarnished reputations, legal repercussions, and erosion of trust among consumers and stakeholders. Analyzing the impact on society, the unethical conduct of businesses contributes to the worsening of the opioid epidemic, perpetuating harm and suffering.
The pursuit of profit at the expense of public health and safety reflects a disregard for ethical responsibilities and moral obligations. In addressing this issue as a corporate citizen or professional, a comprehensive approach is necessary.
This would involve conducting a feasibility study to assess the viability and ethical implications of business practices related to opioids. Performing a SWOT analysis would help identify strengths, weaknesses, opportunities, and threats associated with various approaches.
A root cause analysis can aid in understanding the underlying factors contributing to the epidemic, and a cost-benefit analysis would help weigh the ethical and financial considerations of different strategies. As a corporate citizen or professional, it is important to prioritize the well-being and safety of individuals and communities above profit.
Engaging in responsible business practices, supporting harm reduction initiatives, collaborating with healthcare providers and policymakers, and investing in community education and prevention programs are some approaches that align with ethical values and contribute to addressing the opioid epidemic.
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If a 9-year ordinary annuity has a future value of $100,478.00, and if the interest rate is 10.1 percent, what is the amount of each annuity payment? $7,768.19 $7,568.19 $7,168.19 $7,368.19 $7,968.19 If $4,576 is placed in an account that earns a nominal 2.6 percent, compounded daily, what will it be worth in 18 years? $7,107 $7,307 $7,907 $7,707 $7,507
Given: The future value of 9 years ordinary annuity is $100,478.00 and interest rate is 10.1%.We are to find the amount of each annuity payment.
Formula used: PV = (PMT/i)[1 – 1/(1+i)^n]where, PV = Present Value, PMT = Payment per period, i = interest rate per period, n = number of periods PV = Present Value = 0 (since we do not have any value of present value)i = 10.1% = 0.101 (Interest rate per period)n = 9 years = 9 (number of periods)
Putting the given values in the formula: PMT = $7,768.19Hence, the amount of each annuity payment is $7,768.19.Given: $4,576 is placed in an account that earns a nominal 2.6 percent, compounded daily. We are to find the worth of account after 18 years.
Using the formula, Amount = P(1 + r/n)^(nit)Where P is the principal amount, r is the interest rate, n is the number of times interest is compounded per year, t is the number of years. We have, P = 4,576, r = 2.6%, n = 365 (compounded daily), and t = 18 years Putting the values in the above formula, Amount = $7,507 (Approx.).
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1. Suppose that each of two investments has a 0.9% chance of a loss of $10 million and a 99.1% chance of a loss of $1 million. The investments are independent of each other.
(a) What is the VaR and the expected shortfall (ES) for one of the investments when the confidence level is 99% and the time horizon is one year? (b) What is the VaR and the expected shortfall (ES) for a portfolio consisting of the two investments when the confidence level is 99% and the time horizon is one year? (c) Check whether VaR or expected shortfall satisfies the subadditivity condition for a coherent risk measure for the investments.
(a) VaR for one investment at a 99% confidence level and a one-year time horizon is the loss amount corresponding to the 1% quantile of the loss distribution. In this case, there is a 0.9% chance of a loss of $10 million and a 99.1% chance of a loss of $1 million. Therefore, the VaR is $10 million.
Expected Shortfall (ES) is the average of losses exceeding the VaR. Since the VaR is $10 million, we need to calculate the average of losses exceeding this amount. The probability of a loss exceeding the VaR is 0.9%, and the loss exceeding the VaR is $10 million. Therefore, the ES is 0.9% * $10 million = $90,000.
(b) To calculate the VaR and ES for the portfolio consisting of the two investments, we need to consider the joint distribution of the investments. Since the investments are independent, we can simply sum their individual probabilities and losses.
For VaR, at a 99% confidence level, the loss amount corresponding to the 1% quantile of the joint loss distribution is the sum of the individual VaRs. Therefore, the VaR for the portfolio is $10 million + $10 million = $20 million.
For ES, we need to calculate the average of losses exceeding the VaR. The probability of a loss exceeding the VaR is 0.9% for each investment. Therefore, the ES for the portfolio is 0.9% * ($10 million + $10 million) = $180,000.
(c) The subadditivity condition for a coherent risk measure states that the risk measure for a portfolio should be less than or equal to the sum of risk measures for individual investments. In this case, the VaR and ES for the portfolio are greater than the sum of the individual VaRs and ESs.
VaR: $20 million (portfolio) > $10 million (investment 1) + $10 million (investment 2)
ES: $180,000 (portfolio) > $90,000 (investment 1) + $90,000 (investment 2)
Therefore, the VaR and ES do not satisfy the subadditivity condition for a coherent risk measure in this scenario.
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Suppose You Purchase A 30 -Year Government Of Canada Bond With A 5% Annual Coupon, Initially Trading At Par. In 10 Years' Time, The Bond's Yield To Maturity Has Changed To 7% (EAR). (Assume $100 Face Value Bond.) A. If You Sell The Bond Now, What Internal Rate Of Return Will You Have Earned On Your Investment In The Bond? B. If Instead You Hold The Bond To
The required answer is the -
A. the discount rate that sets the NPV to zero
B. the bond's yield to maturity is 7%.
A. To calculate the internal rate of return (IRR) on your investment in the bond, to consider the cash flows from purchasing and selling the bond.
Step 1: Determine the cash flows:
- When you purchase the bond, you receive the coupon payments of 5% annually for 30 years.
- When you sell the bond after 10 years, you receive the face value of $100.
Step 2: Calculate the present value of the cash flows:
- Calculate the present value of the coupon payments for 30 years using the bond's yield to maturity of 5%. This can be done using the present value of an ordinary annuity formula.
- Calculate the present value of the face value using the bond's yield to maturity of 7%. This can be done using the present value of a single sum formula.
Step 3: Calculate the IRR:
- Subtract the present value of the cash flows from the initial investment to find the net present value (NPV).
- Use a financial calculator or software to calculate the IRR, which is the discount rate that sets the NPV to zero.
B. If you hold the bond to maturity, the IRR earned on your investment will be equal to the bond's yield to maturity at that time. In this case, the bond's yield to maturity is 7%.
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The question is about calculating the internal rate of return on a government bond when the yield to maturity changes. If you sell the bond before maturity, the IRR will decrease due to a fall in the bond's market price, caused by an increase in YTM. However, if the bond is held to maturity, the IRR will remain the same as the initial coupon rate.
Explanation:In this scenario, you have purchased a 30-year bond with a 5% annual coupon for $100. After holding this bond for 10 years, the yield to maturity changes to 7%. Your Internal Rate of Return (IRR) or the yield you have earned on your investment will adjust according to the change in market rates.
The IRR can be calculated by equating the sum of present values of all future cash flows (here, the annual coupon payments and the face value of the bond at maturity) to the price of the bond.
However, in this case, as the yield to maturity (YTM) increases to 7% from the initial coupon rate of 5%, the price of the bond in the market would fall. This is because as per the basic bond valuation principle, bond prices and YTM move in opposite directions. Hence, in order to sell the bond after 10 years, you would have to sell it at a price less than the face value which results in a decrease in the IRR.
If you were to hold the bond to its maturity, notwithstanding the change in YTM in between, your IRR would be the initial coupon rate i.e., 5%, assuming that all coupon payments are reinvested at the same rate.
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Explain the two different concepts of purchasing power parity
PPP and how they relate to the Law of one price.
explain the balassa-samuelson Effect and its implications for
PPP
The two different concepts of Purchasing Power Parity (PPP) are absolute PPP and relative PPP.
Absolute PPP states that the exchange rate between two currencies should equal the ratio of the price levels of a basket of goods in each country. Relative PPP, also known as the Law of one price, suggests that the price of a particular good should be the same across different countries when expressed in a common currency.
The Balassa-Samuelson Effect is a theory that explains the relationship between PPP and the differences in productivity levels between countries. It suggests that countries with higher productivity levels will have higher price levels and thus a higher exchange rate.
Purchasing Power Parity (PPP) consists of two different concepts: absolute PPP and relative PPP. Absolute PPP proposes that the exchange rate between two currencies should reflect the ratio of the price levels of a basket of goods in each country. This means that if the price of a particular basket of goods is higher in one country compared to another, the exchange rate should adjust accordingly to maintain purchasing power parity.
On the other hand, relative PPP, also known as the Law of one price, suggests that the price of a specific good should be the same across different countries when expressed in a common currency. In other words, if a good has the same quality and characteristics, it should have the same price in different countries after accounting for exchange rates.
The Balassa-Samuelson Effect is a theory that explains the relationship between PPP and productivity differences between countries. According to this effect, countries with higher productivity levels in their tradable sectors (sectors involved in international trade) will experience higher price levels. This is because higher productivity allows firms to pay higher wages to their workers, increasing the overall cost of production. As a result, these countries will have higher price levels for goods and services in their domestic markets compared to countries with lower productivity levels. This price differential leads to a higher exchange rate to maintain PPP.
The implications of the Balassa-Samuelson Effect for PPP are that the relative productivity levels between countries can influence exchange rates. If a country experiences productivity growth in its tradable sector, it will lead to an appreciation of its currency. This appreciation occurs because higher productivity results in higher wages and prices, which in turn raises the exchange rate to maintain PPP. Conversely, countries with lower productivity levels in their tradable sectors will have lower price levels and a depreciated currency. The Balassa-Samuelson Effect highlights the importance of considering productivity differences when analyzing exchange rates and the validity of PPP.
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Your employer automatically puts 10 percent of your salary into a 401(k) retirement account each year. The account earns 7% annual interest compounded continuously. Suppose you just got the job, your starting salary is $35000, and you expect your salary to grow at a continuous rate of 4% per year. Find the value of your retirement account after 25 years Value =$
The value of the retirement account after 25 years is approximately $20,914.47.
The given details are:
Your employer automatically puts 10 percent of your salary into a 401(k) retirement account each year.The account earns 7% annual interest compounded continuously.
The starting salary is $35,000.The salary is expected to grow at a continuous rate of 4% per year.
The formula for continuously compounded interest is given as,
A = Pe^(rt),
where A is the final amount,
P is the principal amount,
r is the rate of interest, and
t is the time.
In this case,
P = 10% of $35,000 = $3500,
r = 7%, and
t = 25 years.
The formula for continuously compounded growth rate is given as,
A = Pe^(rt), where A is the final amount, P is the principal amount, r is the growth rate, and t is the time.
In this case,
P = $35,000, r = 4%, and t = 25 years.
Now, we can calculate the value of the retirement account after 25 years using the above formulas:
A = Pe^(rt)
A = $3500e^(0.07 × 25)
A = $3500e^(1.75)A ≈ $20,914.47
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12. What is the most you are willing to pay today for an investment that would return $300 1 year from today, $300 2 years from today, $300 3 years from today, $300 4 years from today, $300 5 years fr
To determine the maximum amount you are willing to pay today for an investment that will return $300 in each of the next five years, we need to calculate the present value of these future cash flows using an appropriate discount rate.
The present value (PV) of future cash flows can be calculated using the formula:
PV = CF1 / (1 + r)^1 + CF2 / (1 + r)^2 + CF3 / (1 + r)^3 + CF4 / (1 + r)^4 + CF5 / (1 + r)^5
Where CF1, CF2, CF3, CF4, and CF5 are the cash flows in each respective year, and r is the discount rate.
Since each cash flow is $300 and occurs at the end of each year, we can substitute these values into the formula:
PV = $300 / (1 + r)^1 + $300 / (1 + r)^2 + $300 / (1 + r)^3 + $300 / (1 + r)^4 + $300 / (1 + r)^5
To determine the maximum amount you are willing to pay today, you need to solve this equation for the discount rate (r). By substituting different values of r into the equation, you can find the discount rate that makes the present value equal to the maximum amount you are willing to pay.
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Jones Securities, Inc. is the lead underwriter for NewCo, which plans to sell 5 million shares of stock to the public at an offering price of $27.00 per share. The manager's fee is $.25, the underwriting fee is $.20 and the full takedown is $.85. Jane Securities is an underwriter in the transaction and has a 15% allocation. Of its allocation, it sells 2/3 of the shares directly to clients and the remaining third are sold by its selling group. What is the total compensation received by Jane Securities
The total compensation received by Jane Securities by summing up the compensation for shares sold directly to clients and shares sold by the selling group is $393,750.
To calculate the total compensation received by Jane Securities, we need to consider the allocation and the selling method.
First, let's calculate the total number of shares allocated to Jane Securities.
NewCo plans to sell 5 million shares to the public. Jane Securities has a 15% allocation, so the number of shares allocated to Jane Securities is:
15% of 5 million = 0.15 * 5,000,000 = 750,000 shares.
Now, let's calculate the number of shares sold directly to clients by Jane Securities.
Jane Securities sells 2/3 of its allocation directly to clients. So the number of shares sold directly to clients is:
2/3 of 750,000 = (2/3) * 750,000 = 500,000 shares.
Next, let's calculate the number of shares sold by the selling group.
The remaining third of the allocation (1/3) is sold by the selling group. So the number of shares sold by the selling group is:
1/3 of 750,000 = (1/3) * 750,000 = 250,000 shares.
Now, let's calculate the total compensation received by Jane Securities.
For each share sold directly to clients, Jane Securities receives a manager's fee of $0.25, an underwriting fee of $0.20, and a full takedown of $0.85. So the compensation for shares sold directly to clients is:
(500,000 shares) * ($0.25 + $0.20 + $0.85) = $262,500.
For each share sold by the selling group, Jane Securities receives a manager's fee of $0.25, an underwriting fee of $0.20, and a full takedown of $0.85. So the compensation for shares sold by the selling group is:
(250,000 shares) * ($0.25 + $0.20 + $0.85) = $131,250.
Finally, let's calculate the total compensation received by Jane Securities by summing up the compensation for shares sold directly to clients and shares sold by the selling group:
Total compensation = Compensation for shares sold directly to clients + Compensation for shares sold by the selling group
Total compensation = $262,500 + $131,250
Total compensation = $393,750.
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Gamora's AIME is $8,500. The bend points for 2021 are $996 and $6,002
Question 15 What is Gamora's PIA per month for retiring at full retirement age?
Gamora's PIA per month, based on an AIME of $8,500 and the bend points for 2021, is calculated to be $3,377.68. This represents the amount she would receive as her monthly benefit at full retirement age.
To determine Gamora's Primary Insurance Amount (PIA) per month for retiring at full retirement age, we need to determine the Average Indexed Monthly Earnings (AIME) and apply the benefit formula.
First, we find the AIME by taking the average of Gamora's highest 35 years of indexed earnings. Since the AIME is already given as $8,500, we can proceed to calculate the PIA.
The PIA is determined by applying a formula that applies different percentages to different portions of the AIME. For 2021, the formula is as follows:
For the first bend point ($996), the benefit formula applies a 90% rate.
For the second bend point ($6,002), the benefit formula applies a 32% rate.
To determine the PIA, we calculate the benefit for each portion of the AIME and sum them up.
Benefit for the first bend point: $996 * 0.9 = $896.40
Benefit for the second bend point: ($8,500 - $996) * 0.32 = $2,481.28
Summing up the benefits: $896.40 + $2,481.28 = $3,377.68
Therefore, Gamora's PIA per month for retiring at full retirement age is $3,377.68.
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Risk-averse investors dislike risk and require higher rates of return as an inducement to buy risker securities. Would you take a higher risk for an expected higher return? Remember, an expected higher return does not guarantee realized higher return
Risk-averse investors dislike risk and require higher rates of return as an inducement to buy risker securities. However, investing money with a higher risk doesn't guarantee a higher return. An expected higher return doesn't ensure a realized higher return either.
Risk-averse investors usually don't want to take higher risks while investing their money. They usually choose to invest their money in lower-risk securities such as bonds instead of the riskier ones such as stocks as they can't tolerate the probability of loss of their invested money. Therefore, they require a higher rate of return as an inducement to buy riskier securities.
However, investing money with a higher risk doesn't guarantee a higher return. Even though it may offer a higher expected return, there is no guarantee that the realized return will be higher. It may not be possible to predict how risky an investment is going to be, but the investor can reduce the risk to a certain extent by understanding the underlying business model, the product, the industry, and the overall market trends.
Risk averse investors usually dislike risks and prefer to invest in lower-risk securities such as bonds rather than risk are ones like stocks. They need a higher rate of return to buy riskier securities because they can't tolerate the possibility of losing their invested money. However, investing money with a higher risk doesn't guarantee a higher return.
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International trade is a method which enables nations to specialize and increases the productivity of their resources. O True O False
The answer to the given statement, "International trade is a method which enables nations to specialize and increases the productivity of their resources" is true.
International trade is the trade of capital, goods, and services across international borders or territories. This kind of trade creates an opportunity for specialization. A country can concentrate on producing goods and services which are suited for them. They can export these products and import other products, which can be produced more economically by other countries.
Through international trade, nations can acquire new resources which can increase their productivity. For instance, the U.S might import crude oil from the Middle East because it has a vast amount of oil reserves and sell its aircraft to Middle Eastern countries. It would be quite challenging for the U.S to produce crude oil more cost-effectively than the Middle East. Similarly, Middle Eastern countries might not be able to manufacture aircraft more efficiently than the U.S. Through international trade, these countries are utilizing their resources effectively.
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Gatto, Incorporated, has declared a $700 per share dividend. Suppose capital gains are not taxed, but dividends are taxed at 10 percent. New IRS regulations require that taxes be withheld at the time the dividend is paid. The company's stock sells for $94.80 per share, and the stock is about to go ex dividend. What do you think the ex-dividend price will be? (Do not round intermediate calculations and round your answer to 2 decimal places, e.g., 32.16.)
Ex-dividend price_______
Ex-dividend price: $87.84
When a company declares a dividend, the stock price typically adjusts downward on the ex-dividend date to reflect the value of the dividend payment. In this case, Gatto, Incorporated has declared a dividend of $700 per share. Since dividends are taxed at 10 percent, the net dividend received by investors would be $630 per share ($700 - 10% tax). To calculate the ex-dividend price, we subtract the net dividend per share ($630) from the current stock price ($94.80). Therefore, the ex-dividend price is $87.84.
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Computer typed and printed hard copy is preferable (to be submitted); The date of submission is- The Final Exam day (17/05/2022, Tuesday); • Prepare your assignment based on situation-1 or situation-2 (any one). Assignment topic: Situation 1: Suppose you are a MBA student right now and make a plan for your career for long life. First of all, choose the profession and ways out how to reach your destination. To do this consider the steps of career planning process. Task-1: Prepare a career Plan for your life. I Or
As an MBA student, preparing a career plan for long-term success is essential. To do this, follow the steps of the career planning process. Begin by selecting a profession that aligns with your interests, skills, and goals.
Conduct thorough research on the chosen field to understand its requirements and opportunities. Next, set specific and achievable short-term and long-term career goals. Develop a roadmap by identifying the necessary education, skills, and experiences required to reach those goals. Network with professionals in the field, seek mentorship, and gain practical experience through internships or part-time jobs. Continuously evaluate and update your career plan to adapt to changing circumstances and maximize your chances of success.
Choose a profession: Reflect on your interests, strengths, and goals to select a profession that aligns with your passions and aspirations. Consider factors like market demand, growth potential, and personal fulfillment.
Research the profession: Conduct in-depth research to gain a comprehensive understanding of the chosen field. Explore job responsibilities, required qualifications, salary prospects, and industry trends.
Set career goals: Establish short-term and long-term goals that are specific, measurable, achievable, relevant, and time-bound (SMART). These goals will serve as milestones in your career journey.
Develop a roadmap: Identify the educational qualifications, certifications, and skills required to excel in your chosen profession. Create a timeline for acquiring these qualifications and gaining relevant experience.
Networking and mentorship: Build professional networks by attending industry events, joining associations, and utilizing online platforms. Seek mentorship from experienced professionals who can provide guidance and insights.
Gain practical experience: Internships, part-time jobs, or volunteer work in your desired field can provide valuable hands-on experience and enhance your skill set. Seek opportunities to apply theoretical knowledge in real-world settings.
Continuous evaluation and adaptation: Regularly review and revise your career plan to adapt to changing circumstances and new opportunities. Stay updated with industry developments and continue learning to stay ahead in your chosen profession.
By following these steps, you can create a comprehensive career plan that guides your professional growth and helps you achieve long-term success.
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Q2./5 Explain the Bank of Canada’s monetary policy
implemented during the beginning of the pandemic. How does it
compare to the Bank of Canada’s monetary policy in July 2022? Be
specific. (200 wor
Any changes to monetary policy will need to be carefully considered and communicated to the public in a clear and transparent manner.
During the beginning of the pandemic, the Bank of Canada implemented an expansionary monetary policy to help support the economy. The following are some of the measures that were implemented:
Interest rates were lowered: The Bank of Canada lowered the overnight lending rate to near zero in March 2020, making it easier and cheaper for banks to borrow money from the central bank. This reduction in interest rates was meant to encourage borrowing and spending, which would help stimulate the economy.
Liquidity facilities were established: The Bank of Canada established various liquidity facilities to support the financial system. These facilities were designed to provide banks with access to additional funding and ensure that they had enough liquidity to meet their obligations to their clients.
Quantitative easing was implemented: The Bank of Canada also implemented a quantitative easing program, which involved purchasing government bonds in the open market. This was done to inject additional liquidity into the financial system and support economic growth.
Bank of Canada's monetary policy in July 2022:The Bank of Canada's monetary policy in July 2022 will depend on the economic conditions at that time. However, if the economy has fully recovered, it is likely that the Bank of Canada will begin to normalize its monetary policy. This could involve increasing interest rates and reducing its quantitative easing program to prevent the economy from overheating.
However, it is important to note that the Bank of Canada will need to be cautious in its approach to tightening monetary policy, as a premature tightening could lead to a slowdown in economic growth.
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Which of the following statement is NOT true based on Caples' experience? People actually feel resentment toward ads they don't understand. What an ad says is more important than how it is said. The successful appeal must be featured in the headline. Your clients or employers are just as likely to insist on using the second version of the ad copy as agreeing to the first version of that ad copy. You should stay aside and trust their best judgment. Highly praised ad copy are not always selling ad copy The greatest crime advertising can commit is to remain unnoticed. Big money should never be spent on advertising until it has been tested.
Based on Caples' experience, the statement "Your clients or employers are just as likely to insist on using the second version of the ad copy as agreeing to the first version of that ad copy. You should stay aside and trust their best judgment" is NOT true.
Caples emphasized the importance of testing and measuring advertising effectiveness to make informed decisions. He believed that relying solely on the judgment of clients or employers without testing the effectiveness of different ad versions is not advisable. Caples advocated for actively participating in the decision-making process and using data-driven insights to guide advertising strategies. Caples believed that highly praised ad copy might not necessarily result in effective sales. Instead, he emphasized the importance of testing and measuring the impact of different ad variations to determine their effectiveness. Additionally, he emphasized the need for ads to capture attention and stand out to avoid being unnoticed, as well as the importance of focusing on the message conveyed in the ad rather than just the delivery.
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In the long run, which plan has the higher payout? plan a payout p(payout) $0 0.4 $80,000 0.18 $90,000 0.42 plan b payout p(payout) $0 0.47 $15,000 0.14 $60,000 0.39
In the long run, Plan A has the higher payout compared to Plan B.
The higher payout in the long run, we need to calculate the expected value for each plan. The expected value is obtained by multiplying each possible payout by its corresponding probability and summing them up. For Plan A, the expected value can be calculated as:
Expected value of Plan A = $0 * 0.4 + $80,000 * 0.18 + $90,000 * 0.42 = $0 + $14,400 + $37,800 = $52,200.
For Plan B, the expected value can be calculated as:
Expected value of Plan B = $0 * 0.47 + $15,000 * 0.14 + $60,000 * 0.39 = $0 + $2,100 + $23,400 = $25,500.
Comparing the expected values, we find that the expected payout for Plan A is $52,200, while the expected payout for Plan B is $25,500. Therefore, in the long run, Plan A has the higher payout compared to Plan B.
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To determine which plan has the higher payout in the long run, calculate the expected value for both plans, which is the sum of each possible payout multiplied by the probability of that payout occurring, and compare the totals.
Explanation:The subject of your question is related to expected values in probability. To determine the plan with the higher payout, first, calculate the expected value for both plans. The expected value is obtained by multiplying each possible payout by the probability of that payout occurring, and then adding up these values.
For Plan A, the expected payout would be: (0*0.4)+(80000*0.18)+(90000*0.42)
And for Plan B, it would be: (0*0.47)+(15000*0.14)+(60000*0.39)
After calculating these sums, compare the totals to determine which plan has a higher expected payout in the long run.
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Explain the term price elasticity of demand? How is it measured? What factors influence market demand for products? If the price elasticity is -3 and RM 100 is the marginal cost of product X, what should be the optimal sale price? (Hint: apply the mark-up rule)
Do not copy and paste any previous answer because we found one answer related to this question. It is not correct.
The optimal sale price of product X is RM 33.33.
Price Elasticity of Demand. Price elasticity of demand (PED) refers to the relationship between a percentage change in the price of a product and the corresponding percentage change in the quantity demanded by consumers.
It is measured using the following formula:
PED = (% change in quantity demanded) / (% change in price). Factors that influence market demand for products. The following are some of the factors that influence market demand for products:
Price of the product: The higher the price of the product, the lower the demand for the product, and vice versa.Income of the consumer: When the income of the consumer increases, there is an increase in the demand for normal goods and a decrease in the demand for inferior goods.Tastes and preferences of the consumers: Tastes and preferences of the consumers affect the demand for a particular product, especially with regard to fashion products and luxury goods.Advertising and marketing: Advertising and marketing create awareness of a product, which may lead to an increase in demand.Marginal cost: Marginal cost is the additional cost incurred in producing an additional unit of output. It is measured by the following formula: MC = ΔTC / ΔQMark-up rule. The mark-up rule is applied to determine the optimal selling price of a product.The formula for the mark-up rule is:
Markup = 1 / (1 - (MC / Price))
Applying the mark-up rule. If the price elasticity of demand (PED) is -3 and the marginal cost of product X is RM 100, the optimal sale price can be determined as follows:
PED = -3MC = RM 100 Markup = 1 / (1 - (MC / Price))1 / (1 - (100 / Price)) = -3-3 + 3 (100 / Price) = 3100 / Price = 3Price = RM 33.33
The optimal sale price of product X is RM 33.33.
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ANNUAL WORTH ANALYSIS-THEN AND NOW Background and Information Mohamad, owner of an residential furnished apartment's in Dubai, performed an economic analysis 5 years ago when he decided to place an new eefficient central AC unit for each apartments instead of old split units windows type in each room. The estimates used and the annual worth analysis at MARR =12% are summarized below. Two different AC brands were compared. The spreadsheet in below sheet is the one Mohamad used to make the decision. York was the clear choice due to its substantially larger AW value, hence York AC units were installed. During a quick review (year 5 of operation), it was obvious that the maintenance costs and repair savings have not followed (and will not follow) the estimates made 5 years ago. In fact, the maintenance contract cost is going from $300 this year (year 5 ) to $1200 per year next year and will then increase 9% per year for the next 4 years( up to year 10). Also, the electrical power savings for the last 5 years were $31,312 ( year 1) , $25,565 ( year 2), $25,234(year3), $26,903( year4), and $27,345 (year5) as best as Mohamad can determine. He believes savings will decrease by $1,200 per year hereafter. Finally, these 5 -year-old AC units are worth nothing on the market now, so the salvage in is zero, not $3000. Q9 - What is difference in capital recovery amount for the YORK units with these new estimates?
The difference in capital recovery amount is $2700. This means that the new AW is $2700 less than the old AW.
1. Calculate the new annual worth (AW) for the YORK units.
* The new maintenance cost is $1200 in year 6, and it will increase 9% per year for the next 4 years.
* The new electrical power savings is $27,345 in year 5, and it will decrease by $1200 per year thereafter.
* The salvage value is now zero.
2. Calculate the old AW for the YORK units.
* The old maintenance cost is $300 in year 5, and it will stay the same for the next 5 years.
* The old electrical power savings is $31,312 in year 1, and it will decrease by $3349 per year thereafter.
* The salvage value is $3000.
3. Subtract the old AW from the new AW to get the difference in capital recovery amount.
The following table shows the calculations for the new AW and the old AW:
Year New AW Old AW
1 $10,799.27 $11,133.27
2 $10,450.30 $10,787.30
3 $10,092.56 $10,426.56
4 $9,726.20 $10,050.20
5 $9,351.32 $9,665.32
6 $11,880.61 $12,304.61
7 $12,590.09 $13,014.09
8 $13,294.91 $13,718.91
9 $13,994.99 $14,418.99
10 $0 . $3,000
The difference in capital recovery amount is $2700. This means that the new AW is $2700 less than the old AW.
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Case: The Reluctant Receptionist Superior Products Company has recently hired a new HR assistant, Virginia Fisher, who just received a college degree. Frederick Mills, the HR Director, was extremely pleased to find someone who had some familiarity with basic management concepts because he was the entire HR department except for a clerk-typist. During the interview Frederick emphasized that he planned to have Virginia function as his assistant and that she would be doing some interviewing and be responsible for maintaining employee records. Because Superior has over 300 employees, Frederick had been too busy to prepare anything resembling a job description except for some scrawled notes on the back of an envelope. Everything went fine for the first week for Virginia. On Monday of the second week, Frederick called Virginia into his office and explained that there was another minor duty that he had not mentioned to her. Frederick said, "In order to get approval to hire you from the president. I had to agree that whoever was hired would be the relief receptionist from 11:30 to 12:30 every day. The switchboard is usually quite busy and we wanted to be sure someone who is capable would be the backup." Virginia was not very happy about this assignment being sprung on her, but she agreed to try it for a while. Within two weeks she was beginning to dread having to work the switchboard an hour everyday. Also, she discovered that she was expected to be the relief if the receptionist was sick or unable to work. On Wednesday and Thursday of the third week the regular receptionist was sick and Virginia filled in for her. On Friday, Virginia told Frederick she was quitting in two weeks. When asked why, Virginia replied, "You misrepresented the job to me. You never said anything about my receptionist duties. If you had, I probably would not have taken the job." Questions 1. Identify the components of a workflow analysis. 2. Identify the components of a job description. 3. To prevent future problems, write a job description for the HR assistant position.
This job description is intended to convey information essential to understanding the scope and general nature of the work performed. It is not an exhaustive list of qualifications, duties, or responsibilities, and may be subject to revision or modification.
1. Components of a workflow analysis:
a. Identifying the tasks and activities involved in a particular job or process.
b. Determining the sequence and flow of those tasks.
c. Analyzing the inputs, outputs, and resources required for each task.
d. Assessing the interdependencies and interactions between different tasks.
2. Components of a job description:
a. Job title and position summary.
b. Overview of the company and department.
c. Responsibilities and duties of the role.
d. Required qualifications, skills, and experience.
e. Reporting structure and relationships with other positions.
i. Any additional relevant information, such as travel requirements or physical demands.
3. Job Description: HR Assistant
Job Title: HR Assistant
Department: Human Resources
Reporting to: HR Director
Position Summary:
The HR Assistant provides administrative support to the HR Director and assists in various HR functions. This role involves interviewing, maintaining employee records, and providing relief receptionist duties as required.
Responsibilities:
1. Conduct initial screenings and interviews for potential candidates.
2. Assist with employee onboarding and orientation.
3. Maintain accurate and up-to-date employee records, including personnel files and HR databases.
4. Assist in administering employee benefits programs.
5. Support the HR Director in employee relations and engagement initiatives.
6. Assist in organizing training and development programs.
Qualifications:
1. Bachelor's degree in Human Resources or related field.
2. Strong communication and interpersonal skills.
3. Proficiency in Microsoft Office Suite and HR software systems.
4. Detail-oriented with excellent organizational and time management abilities.
5. Understanding of basic HR principles and practices.
6. Ability to maintain professionalism and confidentiality.
Work Environment:
The HR Assistant primarily works in an office environment. Occasional flexibility in working hours may be required.
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When creating a spreadsheet using excel solver, how can I add
multiple constraints?
When creating a spreadsheet using Excel solver, the procedure to add multiple constraints is to follow the following steps:
Step 1: Open Microsoft Excel, then on the "File" menu click on "Options."
Step 2: Next, click on "Add-Ins," and then select "Solver Add-In," which is usually in the "Active Application Add-ins" section.
Step 3: Now, open your Excel spreadsheet and navigate to the "Data" tab.
Step 4: Click on "Solver" from the "Analysis" group and choose the target cell or cells by clicking on "Set Objective."
Step 5: After setting the objective, click on "Add" under the "Constraint" section and enter the constraint in the text box. Click "OK" to save the constraint. Repeat this process to add multiple constraints.
Step 6: Click on "Solve" to run the Solver. If the Solver finds a feasible solution, it will show the result of the target cell(s). Otherwise, it will indicate whether the Solver has found the optimal solution or not.
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Cox Electric makes electronic components and has estimated the following for a new design of one of its products: Fixed Cost =$19,000 Material cost per unit =$0.15 Labor cost per unit =$0.10 Revenue per unit =$0.65 Production Volume =12,000 revenue, and answer the following questions. yielding a profit of zero. Vary production volume from 5,000 to 50,000 in increments of 5,000 . In which interval of production volume does breakeven occur? to units
Breakeven is the point at which the total cost equals the total revenue. It is the stage at which a company does not suffer any losses and starts making profits. The break-even point (BEP) is calculated by dividing the total fixed costs by the contribution margin per unit.
Cox Electric produces electronic components, and it has anticipated the following figures for one of its products' new designs: Fixed Cost = $19,000Material cost per unit
= $0.15Labor cost per unit
= $0.10Revenue per unit
= $0.65Production Volume
= 12,000We can now determine the contribution margin per unit. The contribution margin is the profit made from selling one unit of the product after the variable expenses are deducted from the sales revenue .Variables costs per unit = material cost per unit + labor cost per unit= $0.15 + $0.10
= $0.25Contribution margin per unit
= Revenue per unit - variable cost per unit
= $0.65 - $0.25
= $0.4Now we can calculate the BEP using the formula :BEP
= Fixed cost/ Contribution margin per unit = $19,000/ $0.4
= 47,500 units Now that we have found the BEP, we will need to determine the interval of production volumes that yields breakeven. The question asks for production volumes between 5,000 and 50,000 in increments of 5,000.
Let's make a table to list all the production volumes in the given range and calculate the profit for each one. The profit will be zero when the BEP is reached. We will then compare the profit before and after the BEP. That will indicate where the interval of the BEP lies.
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Question 2
1 pts
Which of the following statements is FALSE
Treasury Bills are very short term investments issued by the US Treasury
TIPS are inflation protected securities where-in the Principal (face value) changes depending on the prevailing inflation rate
"Market risk" refers to the risk of the being in the market versus in a risk-free asset such as Cash
"Liquidity" refers to the potential for an investment to grow in value over time
The statement that is FALSE is "Liquidity" refers to the potential for an investment to grow in value over time. Treasury Bills are short-term securities issued by the US government to fund its short-term debt obligations.
Treasury Bills (T-bills) are sold at a discount and redeemed at face value at maturity. They are regarded as one of the safest and most stable investments, as they are supported by the government's credit rating.TIPS:TIPS are inflation-protected securities in which the principal (face value) changes depending on the prevailing inflation rate. They are a low-risk investment since they are guaranteed by the US government. In terms of interest, they pay a fixed rate, but the principal value is adjusted to reflect changes in the Consumer Price Index (CPI).
Market Risk: Market risk refers to the potential for an investment's value to fluctuate due to market conditions, such as interest rates, foreign exchange rates, or stock prices. In a declining market, market risk is a considerable concern since it indicates that an investment's value might rapidly decline.
Liquidity: Liquidity refers to the ease with which an asset can be converted into cash without incurring a significant loss in value. An asset that is readily traded and has a high trading volume is regarded as highly liquid, whereas an asset that is tough to sell and has a low trading volume is regarded as illiquid. The potential for an investment to grow in value over time has nothing to do with liquidity, thus this statement is false.
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Now assume that there are many new trumpet producers in the market. Explain what will happen to the price and quantity of trumpets in the market. Price will and quantity will because the curve will .
With the entry of new trumpet producers in the market, the price and quantity of trumpets will be influenced. Specifically, the price of trumpets may decrease and the quantity of trumpets available in the market may increase.
This is because the entry of new producers will increase the supply of trumpets in the market. As supply increases, the market supply curve will shift to the right. With more trumpets available, producers will compete with each other, leading to price competition. In order to attract customers, producers may lower their prices.
The increase in supply and potential decrease in price will result in a higher quantity of trumpets being offered in the market. This is depicted by a movement along the demand curve, showing an increase in the quantity supplied.
In summary, the entry of new trumpet producers in the market will likely lead to a decrease in price and an increase in the quantity of trumpets available.
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Using PERT, Adam Munson was able to determine that the expected project completion time for the construction of a pleasure yacht is 21 months, and the project variance is 9.
a) The probability that the project will be completed in 12 months=________(round your response to four decimal places).
To calculate the probability of completing the project in 12 months using PERT (Program Evaluation and Review Technique), we need to use the expected completion time and variance. PERT assumes a normal distribution for project completion times.
The formula to calculate the probability is:
Probability = P(Z ≤ (T - μ) / σ)
Where:
Z = Standard score (z-score) corresponding to the desired time frame
T = Desired completion time
μ = Expected completion time
σ = Square root of the project variance
In this case, the desired completion time is 12 months, the expected completion time is 21 months, and the project variance is 9.
Plugging in the values into the formula, we have:
Probability = P(Z ≤ (12 - 21) / √9)
Calculating the z-score, we get:
Probability = P(Z ≤ -3)
Using a standard normal distribution table or a calculator, we find that the probability of Z being less than or equal to -3 is approximately 0.0013.
Therefore, the probability that the project will be completed in 12 months is approximately 0.0013.
Based on the given expected completion time and project variance, the calculated probability suggests that the likelihood of completing the project in 12 months is very low.
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15. If a savings account earns 2.5% compounded monthly, how many years will it take to double any investment
If a savings account earns 2.5% interest compounded monthly, the number of years it takes to double any investment can be calculated using the rule of 72.
To determine the number of years it takes to double an investment, we can use the rule of 72. The rule of 72 is a simplified formula that provides an estimate for the doubling time of an investment based on the annual interest rate.
In this case, the savings account earns an interest rate of 2.5% compounded monthly. To convert the annual interest rate to a monthly rate, we divide it by 12, giving us 0.025/12 = 0.002083.
Using the rule of 72, we divide 72 by the annual interest rate (0.002083) to find the approximate number of years it takes to double the investment. Therefore, 72 / 0.002083 = 34.6 years (approximately).
So, it would take approximately 34.6 years for the investment in the savings account to double with a 2.5% interest rate compounded monthly.
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A 5-year treasury bond has a 5.5% yield. A 10-year treasury bond yields 6.6%, and a 10-year corporate bond yields 8.9%. The market expects that inflation will average 2.0% over the next 10 years (IP 10=2%) assume that there is no maturity risk premium (MRP=0) and that the annual real risk free rate, r*, will remain constant over the next 10 years. a five-year corporate bond has the same default risk premium and liquidity premium as the 10 year corporate bond described. what is the yield on this five-year corporate bond? round your answer to one decimal place.
The yield on the five-year corporate bond is 7.8%.
To calculate the yield on the five-year corporate bond, we need to consider the components of the yield: the real risk-free rate (r*), the expected inflation rate (IP), the default risk premium, and the liquidity premium. Since the maturity risk premium is assumed to be zero, it doesn't affect the calculation.
Given that the 10-year corporate bond yield is 8.9%, and the 10-year Treasury bond yield is 6.6%, we can calculate the default risk premium as the difference between these two yields, which is 2.3%. The liquidity premium is assumed to be the same as the 10-year corporate bond.
Now, we can calculate the yield on the five-year corporate bond by adding the real risk-free rate (which is assumed to be constant) to the expected inflation rate (2.0%) and then adding the default risk premium and liquidity premium. Therefore, the yield on the five-year corporate bond is 7.8% when rounded to one decimal place.
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On July 1 Jacob deposited $2540 in a savings account at
Association. At the end of December, his intrest was computed at an
annual rate of 9%. Calculate his bank balance on July 1 the
following year.
Jacob's bank balance on July 1 the following year, after six months, will be $2577.10.
To calculate the bank balance, we need to consider the interest earned over the six-month period. The interest is computed at an annual rate of 9%, which means the monthly interest rate is (9% / 12) = 0.75%. Since Jacob deposited $2540 on July 1, the interest earned over six months can be calculated as follows:
Interest = Principal × Interest Rate × Time
Interest = $2540 × 0.0075 × 6/12
Interest = $9.55
Adding the interest earned to the initial deposit, Jacob's bank balance on July 1 the following year will be:
Bank Balance = Initial Deposit + Interest
Bank Balance = $2540 + $9.55
Bank Balance = $2577.10
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Explain why performance management is viewed as one of the most
contentious processes in an organization.
Performance management is an essential aspect of any organization, but it is considered one of the most contentious processes. Performance management is the continuous process of setting goals, analyzing progress, and providing feedback to employees.
Performance management helps employees to identify their strengths and areas that need improvement. It also helps to align individual goals with the organizational goals, which helps in achieving organizational objectives. However, there are several reasons why performance management is considered one of the most contentious processes in an organization. One of the reasons is that employees often see performance management as a process that is used to punish employees who do not meet the set targets.
This often leads to demotivation among employees and a lack of trust in the process. Another reason is that the performance management process is often seen as subjective, especially when the performance metrics are not well defined. This may lead to favoritism and bias among managers and supervisors when rating employees. The subjectivity of the process can also lead to disagreements and conflicts between employees and management.
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What is the future value of the following cash flows, given an appropriate discount rate of 6.1% (to the nearest penny)? Year 1 Year 2 Year 3 Year 4 Year 5 $3,787 $5,322 $3,696 $10,524 $5,097
The future value of the given cash flows, using a discount rate of 6.1%, is approximately $25,576.65.
the future value of the given cash flows, using a discount rate of 6.1%, is approximately $25,576.65.
to calculate the future value of the cash flows, we can use the formula for calculating the future value of a series of cash flows:
fv = cf1 / (1 + r)¹ + cf2 / (1 + r)² + ... + cfn / (1 + r)ⁿ
where:fv = future value
cf1, cf2, ..., cfn = cash flows in each periodr = discount rate
n = number of periods
given cash flows:cf1 = $3,787
cf2 = $5,322cf3 = $3,696
cf4 = $10,524cf5 = $5,097
discount rate:
r = 6.1% or 0.061 (expressed as a decimal)
plugging in the values into the formula:
fv = $3,787 / (1 + 0.061)¹ + $5,322 / (1 + 0.061)² + $3,696 / (1 + 0.061)³ + $10,524 / (1 + 0.061)⁴ + $5,097 / (1 + 0.061)⁵
calculating the future value:
fv ≈ $3,787 / 1.061 + $5,322 / 1.061² + $3,696 / 1.061³ + $10,524 / 1.061⁴ + $5,097 / 1.061⁵
fv ≈ $3,567.96 + $4,906.23 + $3,316.24 + $8,942.18 + $4,843.04
fv ≈ $25,575.65
rounding the result to the nearest penny, the future value of the cash flows is approximately $25,576.65.
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When a commercial bank makes loans, it creates money; when loans are repaid, money is destroyed.
This assignment has a value of 50 points and requires elaboration and citing of your research/resources. This paper should be 1.5 -2.0 pages of 12 point font, Times Roman, Single-Spaced. While this statement is short, the analysis can be as vast as you make it. The purpose is for students to become aware of M1, M2, and M3 Money Supplies.
Commercial banks create money when making loans and destroy it when loans are repaid, impacting the M1, M2, and M3 money supplies.
The statement that "when a commercial bank makes loans, it creates money; when loans are repaid, money is destroyed" is based on the concept of fractional reserve banking. Fractional reserve banking is a system in which banks hold only a fraction of the funds deposited by customers and lend out the rest. This system allows banks to create money through the process of lending.
When a bank makes a loan, it creates a new deposit in the borrower's account, which increases the money supply. This new deposit is a liability of the bank, and the loan is an asset. As the loan is repaid, the deposit is removed from the borrower's account, and the money supply decreases.
This process of creating and destroying money has a significant impact on the money supply. The money supply is the total amount of money in circulation in an economy and is divided into three categories: M1, M2, and M3.
M1 includes currency, demand deposits, and other checkable deposits. These are the most liquid forms of money and are used for transactions.
M2 includes M1 plus savings deposits, time deposits, and money market mutual funds. These are less liquid than M1 but are still considered part of the money supply.
M3 includes M2 plus large time deposits, institutional money market funds, and other large liquid assets. This is the broadest measure of the money supply.
The creation and destruction of money through lending and repayment affect all three categories of the money supply. When loans are made, the money supply increases, and when loans are repaid, the money supply decreases.
In conclusion, the statement that "when a commercial bank makes loans, it creates money; when loans are repaid, money is destroyed" is based on the concept of fractional reserve banking. This process of creating and destroying money has a significant impact on the money supply, which is divided into three categories: M1, M2, and M3. Understanding the dynamics of the money supply is important for policymakers and economists in managing the economy.
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