Suppose Mullens Corporation is considering three average-risk projects with the following costs and rates of return: Mullens estimates that it can issue debt at a rate of rd=15.00% and a tan rate of T=20.00%. It can issue preferred stock that pays a constant dividend of Dp=$20.00 per year and at Pp=$200.00 per share. Also, its common stock currently sells for P0=$20.00 per share. The expected dividend payment of the common stock is D1=$4.00 and the dividend is expected to grow at a constant annual rate of g=5.00% per year. Mullens'target capital structure consists of ws=80.00% common stock, wd=10.00% debt and wp=10.00% preferred stock. According to the video, the after-tan cost of debt can be stated as after-tan cost of debt of appronimately According to the video, the cost of preferred stock can be stated as of preferred stock of of appronimately Hint: Assume no flotation costs. According to the video, the cost of common stock can be stated as cost of common stock of approximately . Plugging in the values for rd and (T2) yields an . Plugging in the values for Dp and Pp yields a cost . Plugging in the values for D1,P0, and g vields a Recall that the equation for the weighted average cost of capital (WAAC) can be stated as: WAAC=(%ofdebt)(After-faxcostofdebt)+(%ofprefermedstock)(Costofprefermedstock)+(%ofCommonequity)(Costofcommonequity) Plugging in the relevant values into the formula for WACC yields a WAAC of appronimately Suppose that Mullens will only accept projects with an expected rate of return that exceeds the WAAC. Which of the following projects will Mullens accept? Check all that apply. Project 1 Project 2 Project 3