Suppose there are no taxes. Firm ABC has no debt, and firm XYZ has debt of $ 6 comma 000 on which it pays interest of 10 % each year. Both companies have identical projects that generate free cash flows of $ 6 comma 100 or $ 6 comma 200 each year. After paying any interest on debt, both companies use all remaining free cash flows to pay dividends each year. a. In the table below, fill in the debt payments for each firm and the dividend payments the equity holders of each firm will receive given each of the two possible levels of free cash flows. b. Suppose you hold 10 % of the equity of ABC. What is another portfolio you could hold that would provide the same cash flows? c. Suppose you hold 10 % of the equity of XYZ. If you can borrow at 10 % , what is an alternative strategy that would provide the same cash flows? a. In the table below, fill in the debt payments for each firm and the dividend payments the equity holders of each firm will receive given each of the two possible levels of free cash flows. (Round all answers to the nearest dollar.)
a) interest = 6000 x 10% = 600
dividends = free cash flows - interest
b)
if you held 10% of equity in ABC then you get 6100 x 10% = 610 as dividend
unlevered equity = levered equity + debt
in order to get same cash flow one should hold 10% of equity and 10% of Debt in XYZ
equity dividend = 5500 x 10% = 550
interest on debt = 600 x 10% = 60 ( total debt = 6000 ,10% would be 6000 x 10% = 600)
total cash flow = equity dividend + interest on debt
= 550 + 60
= 610
(same concept for cash flow of 6200 i.e., 620 = 560 + 60 )
c)
levered equity = Borrowing + Unlevered equity
if you have 10% of equity of XYZ you get 5500 x 10% = 550
so one should borrow $600 and buy 10% of equity in ABC
cash flow in ABC = 6100 x 10% = 610
repayment of interest on borrowings = 600 x 10% = 60
so total cash flow = 610 - 60 = $550
(same concept for cash flow of 6200 i.e., 560 = 620 - 60)
Suppose there are no taxes. Firm ABC has no debt, and firm XYZ has debt of...
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