Solve for the weighted average cost of capital: $$\begin{aligned}
13.60 \% & = K _ { l } \
3 / 4 & = \lambda \
8.0 \% & = i \
40.0 \% & = \tau
\end{aligned}$$

Name: Solve for the weighted average cost of capital: \[\begin{aligned} 13.60 \% & = K _ { l } \\ 3 / 4 & = \lambda \\ 8.0 \% & = i \\ 40.0 \% & = \tau \end{aligned}\]
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Question

Quizplus · Accepted Answer

The correct answer is A because the weighted average cost of capital is calculated as follows:WACC = (K * L) + (i * D)= (13.60% * 3/4) + (8.0% * 40.0%)= 10.20% + 3.20%= 13.40%

Solve for the Weighted Average Cost of Capital 13.60%=Kl3/4=λ8.0%=i40.0%=τ\begin{aligned}13.60 \% & = K _ { l } \\3 / 4 & = \lambda \\8.0 \% & = i \\40.0 \% & = \tau\end{aligned}13.60%3/48.0%40.0%​=Kl​=λ=i=τ​

Solve for the Weighted Average Cost of Capital $\begin{aligned}13.60 \% & = K _ { l } \\3 / 4 & = \lambda \\8.0 \% & = i \\40.0 \% & = \tau\end{aligned}$