Answer:
My personal favs are the Ford GT 2017, the Lamborghini Veneno, the Aston Martin Vulcan, and the Koenigsegg Jesko.
The SmartArt icon will allow you to include which of the following on a slide?
I think the answer is Graphs, I hope this helps
Cassandra is a 21-year-old who is still in college. She wants a credit card so she can order items online.
Her mother offers to let Cassandra use her card, but Cassandra would like it in her own name. What is
the advantage of having it in her own name?
A. If she pays her bills promptly she is establishing a good credit history.
B. She will get a finance charge with a lower APR.
C. Her credit score will go up by 200 points.
D. She will be given more time to pay her bills.
Having a credit card in your own name has a number of benefits, including helping you establish your own credit history, being there for you in times of need, and maybe earning points or cash back on purchases. As a result, choice (A) is appropriate.
What is credit card?Customers (cardholders) are given a specific sort of payment card called a credit card that enables them to pay for products and services from merchants based on the amount of debt they have acquired (i.e., promise to the card issuer to pay them for the amounts plus the other agreed charges).
A revolving account is set up by the card issuer, which is often a bank or credit union, and gives the cardholder access to a line of credit from which they can borrow money to make purchases or get cash advances. The two different kinds of credit cards are consumer and commercial cards.
Most playing cards are made of plastic, but others are made of metal (stainless steel, gold, palladium, titanium), and some have gemstones inlaid in the metal.
Hence, option (A) is accurate.
Learn more about credit card, from:
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Personal Financial
Literacy
Answer:
You would have to answer this because I dind't read the story.
Explanation:
what are rock layers
Answer:
the answer is isStratum
Philip earns $980,000 per annum. He is allowed a tax free income of
$50,000. Then his taxable income will be $______
and tax paid at 6% will be $_____
per annum.
Answer:
His taxable income is $930,000.
Tax paid at 6% will be $55,800 p.a
Find the effective rate of interest if payments of 300 at the present, 200 at the end of one year, and 100 at the end of two years accumulate to 800 at the end of three years.
Answer:
12.93%
Explanation:
Given that the amount of 300 is invested for 3 years, while the amount of 100 is invested for 2 years and 100 is invested for 1 year.
also amount accumulated in three years = 800
Applying the formula to find the future value we get
300(1+r)^3 + 200(1+r)^2 + 100(1+r) = 800
which can be further simplified to
300r^3+1100r^2+1400r+600=800
where, r is the effective rate of interest which we have to find out
The above equation is cubic in r, so to solve this we can use equation solver. When we put this equation in equation solver we get
r = 0.12926
r ≅ 0.1293
Therefore, effective rate of interest = 12.93%
businesses today succeeded or fail based on their ability to___
A. innovate with technology to meet their customers needs
B. adopt customized software to their needs
C. raise expenses to match revenue
D. open multiple channels of sale
E. butter (im joking at this option but i need the right answer)
The answer would be A. innovate with technology to meet their customers needs.
Columbia Bank & Trust has just given you a $20,000 term loan to pay for a new concrete mixer. The loan requires five equal annual end-of-the-year payments. If the loan provides the bank with a 12 percent return, what will be your annual payments?
Answer:
$5,548.19
Explanation:
According to the scenario, computation of the given data are as follows,
Principal payment (p)= $20,000
Rate of interest (r) = 12%
Time period (t) = 5
So, we can calculate the annual payment by using following formula,
Annual payment = [p×r×[tex](1+r)^{t}[/tex]] ÷ [ [tex](1+r)^{t}[/tex]-1]
By putting the value, we get
= [$20,000×0.12 [tex](1+0.12)^{5}[/tex]] ÷ [[tex](1+0.12)^{5}[/tex]-1]
By solving the equation, we get
= $5,548.19
Hence, the annual payment will be $5,548.19.