Answer:
$1,500
Explanation:
The computation of the firm operating income is shown below:
= Sales - operating cost other than depreciation - depreciation expenses
= $9,000 - $6,000 - $1,500
= $1,500
We simply deduct the operating cost and the depreciation expenses from the sales revenue amount to find out the earnings before income and taxes (EBIT) or firm operating income
Answer:
a) 28%
b) 56%
Explanation:
Data provided in the question:
Operating profit margin = 7%
Asset turnover ratio = 4
Now,
a) ROA = Profit margin × Asset turnover ratio
= 7% × 4
= 28%
b) Given:
Debt-equity ratio = 1
Interest payments = $8,200
Taxes = $8,200
EBIT = $21,000
Now,
Total assets = Net income ÷ ROA
Also,
Net income = EBIT - tax - interest
= $21,000 - $8,200 - $8,200
= $4,600
Thus,
Total assets = $4,600 ÷ 28%
= $16428.57
also,
Total assets = Debt + Equity
or
Total assets = Equity × (
)
or
$16428.57 = Equity × ( 1 + 1 )
or
=> Equity = $8214.28
Therefore,
ROE = Net income ÷ Equity
= $4,600 ÷ $8214.28
= 56%
I am pretty sure that the answer is the money market account
Answer:
$60,000
Explanation:
Data provided for calculating the differential revenue is here below:-
Projected revenue A revenue = $180,000
Projected revenue B revenue = $240,000
The computation of differential revenue is shown below:-
Differential revenue = Projected revenue B revenue - Projected revenue A revenue
= $240,000 - $180,000
= $60,000
So, for computing the differential revenue we simply applied the above formula.
Answer:
1. a. 4.081%
2. c. $23,536.36
Explanation:
1. Periodic rate=(4.4%/4) = 1.1%
EAR=(1+APR/m)^m-1
where m=compounding periods
= (1+0.044/4)^4-1
= 1.011^4 - 1
= 1.04473133864 - 1
= 0.04473133864
= 4.47%
EAR=(1+APR/m)^m-1
where m=compounding periods
=(1+0.04/365)^365-1
= (1+0.00010958904)^365 - 1
= 1.00010958904^365 - 1
= 1.04080849272 - 1
= 0.04080849272
= 4.081%
2. A=P(1+r/365)^365*n
where A=future value, P=present value, r=rate of interest, n=time period.
= 22000*(1+9%/365)^(9/12*365)
= $23,536.36
