Answer:
2.41%
Explanation:
The difference between the two firms' ROEs is shown below:-
Particulars Firm HD Firm LD
Assets $200 Debt ratio 50% Debt ratio 30%
EBIT $40 Interest rate 12% Interest rate 10%
Tax rate 35%
Debt $100 $60
Interest $12 $6
($100 × 12%) ($60 × 10%)
Taxable income $28 $36
($40- $12) ($40 - $6)
Net income $18.2 $22.1
$28 × (1 - 0.35) $36 × (1 - 0.35)
Equity $100 $140
($200 - $100) ($200 - $60)
ROE 18.2% 15.79%
($18.2 ÷ $100) ($22.1 ÷ $140)
Taxable income = EBIT - Interest
Net income = Income - Taxable income
Equity = Assets - Debt
ROE = Net income ÷ Equity
Difference in ROE = ROE Firm HD - ROE Firm LD
= 18.2% - 15.79%
= 2.41%
So, for computing the difference between the two firms' ROEs we simply deduct the ROE firm LD from ROE firm HD.
Answer:
The value of the firm's stock is $703,920
The price is $5.63 per share ($703,920/125,000 shares)
Explanation:
a) Data and Calculations:
Free cash flows = $200,000
Present value of the free cash flows = $200,000 x Annuity Factor, for 5 years at cost of capital of 15% x (1 + growth rate)
= $200,000 x 3.352 x 1.05
= $703,920
Therefore, common equity = $703,920
To calculate Company XYZ's free cash flows in their present value, they are discounted, using the present value table. The resulting amount is equivalent to the value of the common stock. The company's free cash flow is the amount that is left after settling operating expenses and capital expenditure.
Answer:
$28,406.25
Explanation:
Calculation for how much is the amount of interest expense for the first semiannual interest period Using the effective interest method
Interest expense=$757,500 x .075 x ½ year
Interest expense= $28,406.25
Therefore the amount of interest expense for the first semiannual interest period is $28,406.25