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True or False: The following statement accurately describes how firms make decisions related to issuing new common stock. The6. Solving for the WACC The WACC is used as the discount rate to evaluate various capital budgeting projects. However, it isConsider the case of Kuhn Co. Kuhn Co. is considering a new project that will require an initial investment of $45 million. I

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Answer #1

False - When calculating cost of issuing new stock, flotation costs have to be taken into account while for cost of retained earnings, there are no flotation costs.

Fill in the blanks:

1). Return earned on the project = (cash inflow/investment*(1+flotation cost)) -1

= (595,000/(500,000*(1+2%)) -1 = 16.67%

2). Cost of new common stock (k) = g + (D1/P0*(1-f)) = 5.2% + (2.45/(22.35*(1-3.75%)) = 16.59%

3). Retained earnings breakpoint will be the point at which new stock will have to be issued. This will happen after the entire retained earnings has been used up. So, the breakpoint will be addition to earnings/%age of equity in the capital structure

= 857,000/45% = 1,904,444 (option a)

4). WACC = sum of weighted costs of capital = (weight of debt*cost of debt*(1-tax rate)) + (weight of preferred stock*cost of preferred stock) + (weight of equity*cost of equity)

WACC with retained earnings = (45%*11.1%*(1-25%)) + (4%*12.2%) + (51%*14.7%) = 11.73%

WACC with new common stock = (45%*11.1%*(1-25%)) + (4%*12.2%) + (51%*16.8%) = 12.80%

WACC will be higher by 12.80% - 11.73% = 1.07% (option b)

5). WACC = 10.12%

Amount (A) Weight (W = A/T) Cost (C)
Debt 750000 43.91% 6.53%
Preferred stock 78000 4.57% 9.90%
Equity 880000 51.52% 13.20%
Total (T) 1708000 100.00%
WACC 10.12%

6). Cost of debt: PV = -1,050.76; PMT (annual coupon payment) = 10%*1,000 = 100; FV = 1,000; N = 5, solve for rate.

YTM (or pre-tax cost of debt) = 8.70%

After-tax cost of debt = 8.70%*(1-25%) = 6.53%

Cost of preferred shares = annual dividend/current price = 8/95.7 = 8.36%

Cost of common equity = g + (D1/P0*(1-f)) = 9.2% + (1.36/(33.35*(1-3%))) = 13.40%

Using the given weights, WACC is

(45%*6.53%) + (4%*8.36%) + (51%*13.40%) = 10.11%

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