Answer:
$122,475,000; $119,489,600; $117,047,000
Explanation:
Given the following :
Cost of new plant = $115m
Debt to equity ratio =. 0.8
After issuing new equity:
Floatation cost incurred (equity) = 8.5%
Floatation on new debt = 4%
Calculating weighted return of debt and equity:
Debt: = [0.8/(1 + 0.8)] × 4% = 0.0178
Equity : [1 / (1+ 0.8)] * 8.5% = 0.0472
A) all equity raised externally:
Weighted average Floatation cost:
0.0178 + 0.0472 = 0.065
Initial cash flow will the be :
(1 + 0.065) * cost of new plant
1.065 * $115,000,000 = $122,475,000
B.) company uses 55% Retained earning:
Weighted return on equity will the be :
0.0472 * (1 - 55%) = 0.02124
Weighed Floatation cost = 0.02124 + 0.0178 = 0.03904
(1+0.03904) * $115,000,000 = $119,489,600
C.) Company uses 100% Retained earnings :
Equity return will be 0%
(1 + 0.0178) * 115000000
= $117,047,000
