Answer:
WACC = 12.040%
Explanation:
WACC represents weighted average cost of all sources of financing. In the question there are three sources of finance 1) Equity 2) Preferred Stock 3) Debt.
1) Equity: The firm intends to raise $ 320,000 from equity out of total financing of $ 570,000 e.g. 56% of total financing comes from Equity. Thus multiplying the cost of equity 14.7% (given) with ratio of equity financing, we get to weighted average cost of equity of 8.253%.
2) Debt: The firm is raising $ 230,000 from debt e.g. 40% of total financing. The proportion of debt is multiplied by post tax cost of debt as the interest expense is deductible expense for tax purposes in most of the jurisdiction. Therefore we reduce the cost of debt with element of (1 - tax rate), thus we get to 8.325% = 11.1 (1 - 25%) as total cost of debt. In order to get weighted average cost of debt we multiply this post tax cost of debt with ratio of debt financing 40%, thus weighted average cost of debt is 8.325 * 40% = 3.359%
3) Preferred Stock: The firm is also raising finance from preferred stock having cost of 12.2%. Proportion of financing from preferred stock is 4% in total mix of financing, thus weighted average cost of preferred stock is 12.2% * 4% = 0.428%.
Now adding weighted average cost of all three sources of funding, we get WACC: 8.253% + 3.359% + 0.428% = 12.040%
I think the answer is C but idk if I’m right or not
Answer:
d. Dr. Investment in Intel $450,000 Cr. Net unrealized holding gains/losses - (P&L) $450,000
Explanation:
Adjusting journal entry
Date Account titles and Explanation Debit Credit
Dec 31 Investment in Intel $450,000
[($23-$20)*150000 shares]
Net unrealized holding gains/losses (P&L) $450,000
Answer:
correct option is A. $145
Explanation:
given data
investment cost = $2900
interest rate = 5% per year
solution
formula for present value of perpetuity is
investment cost = fixed cash saving per year ÷ interest rate ..................1
put her value we get fixed cash saving per year that is
saving per year cost = $2900 × 5%
saving per year cost = $2900 × 0.05
saving per year cost = $145
so correct option is A. $145
