Hi, I have some questions about the solutions to this question
an unlevered firm has cost of equity (Ku) of 10% and expected earnings before tax (EBIT) 375000. They decide to issue $2 million of debt at a cost of 6% to finance a project. The project's ROI is 15%. There are 100000 shares outstanding. what is the share price of the firm after issuing new debt.
ok so the value of the unleveraged firm (vu) is 375000/0.10=3 750 000 which is also the value of the leveraged firm before they start the project.
the NPV for the project is 2(0.15)/0.10*-2=1million
* the solutions use the cost of unleveraged equity, why would we use that and not the wacc?
Kl= 0.10+(0.10-0.06)2 000 000/(3750000+1000000)=0.1168
* they are using 2 000 000/(3750000+1000000) for the debt to equity ratio. but wouldn't that be the weight of debt? so 8/19 would be the weight and that mean the debt to equity ratio is 8/11 right?
then p=5.55/0.1168=47.52 * same question as before why use the k=cost of equity and not the wacc?
an unlevered firm has cost of equity (Ku) of 10% and expected earnings before tax (EBIT) 375000. They decide to issue $2 million of debt at a cost of 6% to finance a project. The project's ROI is 15%. There are 100000 shares outstanding. what is the share price of the firm after issuing new debt.
ok so the value of the unleveraged firm (vu) is 375000/0.10=3 750 000 which is also the value of the leveraged firm before they start the project.
the NPV for the project is 2(0.15)/0.10*-2=1million
* the solutions use the cost of unleveraged equity, why would we use that and not the wacc?
Kl= 0.10+(0.10-0.06)2 000 000/(3750000+1000000)=0.1168
* they are using 2 000 000/(3750000+1000000) for the debt to equity ratio. but wouldn't that be the weight of debt? so 8/19 would be the weight and that mean the debt to equity ratio is 8/11 right?
then p=5.55/0.1168=47.52 * same question as before why use the k=cost of equity and not the wacc?