In: Finance
builtrite is planning on offering a $1000par value 20 years, 5% coupon bond with an expected selling price of $1025. flotation costs would be $55 per bond. preferred stock: Burtrite could sell a $46 par value preferred with a 5%couponn for $38 a share. Flotation cost would be $8 a share. common stock currently the stock is selling for 62$ a share and has paid a $5.82 dividend. dividends are expected to keep growing at 11% floatation costs would be $3.75 a share and Builtrite has $350,000 in available retained earnings. Assume a 40% tax bracket. Their after-tax cost of internal common(retained earings) is: I need the whole solution ASAP!!! A. 3.15% B. 3.56% C. 5.26% D. 5.83%
(i) | g = | 11% | |||||
P0 = | 62 | ||||||
D1 = | 5.82 x (1+11%) | 6.4602 | |||||
Flotation cost = | 3.75 | ||||||
Net proceeds = | Price - flotation cost | =62-3.75 = | 58.25 | ||||
Re = | D1/ Net proceeds + g | ||||||
Re = | 6.4602/58.25 + 0.11 | ||||||
Re = | 22% | ||||||
(ii) | Cost of debt(Bonds) | ||||||
Par = | 1000 | ||||||
Coupon = | 1000*5% = | 50 | |||||
N = | 20 | ||||||
Price = | 1025 | ||||||
Net proceeds = | 1025 -55 = | 970 | |||||
YTM is the rate at which net proceeds =pv of cashflows | |||||||
970 = | 50 x PVAF(YTM,20)+ 1000 xPVIF(YTM,0) | ||||||
YTM | PV of cashflows | ||||||
6% | 885.3008 | ||||||
r | 970 | -30 | |||||
5% | 1000 | -114.699 | |||||
0.261554 | |||||||
YTM = | |||||||
r-5/6-5 = | 970-1000/(885.3008-1000) | ||||||
r-5 = | -30/-114.699 | ||||||
r = | 5+ | 0.261554 | |||||
r = | 5.26 | ||||||
Approx | |||||||
Post tax cost of debt = | =5.26 x (1-0.4) | ||||||
3.15% | |||||||
(iii) | Cost of preferred stock = | ||||||
Dividend/ Net proceeds x 100 | |||||||
(46 x 5%)/(38-8) x 100 | |||||||
7.67% | |||||||
Answer - | |||||||
Cost of retaained earnings is the cost of issuing additional capital - | |||||||
here minimum cost of capital is cost of debt i.e. 3.15% | |||||||
Therefore the opportuinity cost is 3.15% | |||||||
Answer is 3.15 % | |||||||
(A) | |||||||