<span>The net benefits of each public good will be the total cost of the project minus the $300 cost per person. If the project costs 600$ the net benefits for each public good will be $300.
$600(total cost) - $300(cost per person) = $300(net benefits)</span>
Answer:
13.02%
Explanation:
Debt = 30% and Common stock = 70%
Cost of equity is 16% and debt is 8%
Tax is 24%
WACC = Cost of equity*Weight of equity + After tax cost of debt*Weight of debt
WACC = (0.16*0.70) + (0.08*(1-0.24)*0.30)
WACC = 0.112 + 0.01824
WACC = 0.13024
WACC = 13.02%
So, the the company's WACC is 13.02%
Answer:
Issue of 7,000 shares of no-par common stock for $15 per share
Financing Activity (FA).
Issue of 2,800 shares of $70 par, 6 percent noncumulative preferred stock at $80 per share
Financing Activity (FA)
Explanation:
Issue of 7,000 shares of no-par common stock for $15 per share
This represents capital funding and is included in the Cash Flow Statement as Cash Flow from Financing Activity.
Issue of 2,800 shares of $70 par, 6 percent noncumulative preferred stock at $80 per share
This transaction also represents capital funding and is included in the Cash Flow Statement as Cash Flow from Financing Activity.
Net working capital is the difference between the Total Current Assets and Total Current Liabilities.
The December 31, 2015, balance sheet of Maria's tennis shop, inc., showed current assets of $1,145 and current liabilities of $935.
Hence, Net working capital as on December 31, 2015 shall be (1145-935) = $210
The December 31, 2016, balance sheet showed current assets of $1,360 and current liabilities of $1,035.
Hence, Net working capital as on December 31, 2016 shall be (1360-1035) = $325
So the change in the net working capital in the year 2016 shall be (325-210)= <u>$115</u>
Answer:
The correct answer is option b.
Explanation:
A firm is able to maximize it's profit by producing output at the level where the marginal revenue earned from the last unit of output is equal to marginal cost incurred on it.
If a firm is operating at the point where the marginal revenue is lower than the marginal cost then the firm can maximize profit by reducing its output till the point where the marginal revenue and marginal cost are equal.
