Answer: a. $56925 ; b. Account payable
Explanation:
a. If Hoffman Company pays the invoice within the discount period, what is the amount of cash required for the payment?
Purchase invoice = $65000
Less: Return = ($7500)
Net Purchase Invoice = $57500
Less: Discount = $57500 × 1% = $575
Cash received = $56925
b. What account is debited by Hoffman Company to record the return?
The account that is debited by Hoffman Company to record the return is the account payable.
One of the draw backs of the profitablity index as a criteria for judging whether to accept a capital investment project is that:_______
Answer:
It might lead to over-optimistic projections
Explanation:
In simple words, the problem with using profitability index as the index criteria lies with the procedure of estimating it. In order to consider the business situation, the organisational finance group requires to settle with the corporation supervisors.
Leadership may be too enthusiastic about their assignment, so forecasts for cash flow may be too substantial. Consequently, in predicting the profitability index, there may be an uptrend prejudice.
The year-end financial statements of Rally Company for the current year, report total revenues of $19,829 million, accounts receivable of $1,272 million at the current year-end, and $1,19 million for the prior year-end. The company's accounts receivable turnover for the year is:_______.
a. 18.3 times.
b. 18.9 times.
c. 19.5 times.
d. 20.0 times.
e. none of these are correct.
Answer:
16.1 times
Explanation:
Calculation for the company's accounts receivable turnover for the year
Using this formula
Accounts Recievable Turnover = Total Revenues/Average accounts receivables
Let plug in the formula
Accounts Receivable Turnover = $19,829/[($1,272+$1,198)/2]
Accounts Receivable Turnover =$19,829/$1,235
Accounts Receivable Turnover = 16.1 times
Therefore The company's accounts receivable turnover for the year is: 16.1 times
The four people below have the following investments. Invested Amount Interest Rate Compounding Jerry $ 11,400 12 % Quarterly Elaine 14,400 6 Semiannually George 21,400 8 Annually Kramer 17,400 10 Annually Required: 1-a. Calculate the future value at the end of five years
Answer:
Jerry
$20,589.67
Elaine
$19,352.40
George
$31,443.62
Kramer
$28,022.87
Explanation:
Use following formula to calculate the future value
FV = PV ( 1 + r )^n
Where
PV = Present value = Investment
FV = Future value = ?
r = interest rate per compounding period
n= numbers of compounding periods
Jerry
PV = $11,400
r = 12% x 3/12 = 3%
n = 5 years x 12/4 = 20 periods
Placing values in the formula
FV = $11,400 x ( 1 + 3% )^20
FV = $20,589.67
Elaine
PV = $14,400
r = 6% x 6/12 = 3%
n = 5 years x 12/6 = 10 periods
Placing values in the formula
FV = $14,400 x ( 1 + 3% )^10
FV = $19,352.40
George
PV = $21,400
r = 8%
n = 5 years
Placing values in the formula
FV = $21,400 x ( 1 + 8% )^5
FV = $31,443.62
Kramer
17,400 10 Annually
PV = $17,400
r = 10%
n = 5 years
Placing values in the formula
FV = $17,400 x ( 1 + 10% )^5
FV = $28,022.87
The future values of the investments are computed as follows:
Invested Amount Interest Rate Compounding Future Value
Jerry $ 11,400 12% Quarterly $20,589.67
Elaine 14,400 6% Semiannually $19,352.40
George 21,400 8% Annually $31,443.62
Kramer 17,400 10% Annually $28,022.87
Data and Calculations:
Jerry:
N (# of periods) = 20 (5 x 4)
I/Y (Interest per year) = 12%
PV (Present Value) = $11,400
PMT (Periodic Payment) = 0
Results
Future Value = $20,589.67
Total Interest $9,189.6
Elaine:
N (# of periods) = 10 (5 x 2)
I/Y (Interest per year) = 6%
PV (Present Value) = $14,400
PMT (Periodic Payment) = 0
Results
Future Value = $19,352.40
Total Interest = $4,952.40
George:
N (# of periods) = 5 years
I/Y (Interest per year) = 8%
PV (Present Value) = $21,400
PMT (Periodic Payment) = 0
Results
Future Value = $31,443.62
Total Interest = $10,043.62
Kramer:
N (# of periods) = 5 years
I/Y (Interest per year) = 10%
PV (Present Value) = $17,400
PMT (Periodic Payment) = 0
Results
Future Value = $28,022.87
Total Interest = $10,622.87
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