Answer:
Warby Parker is a company specializing in eyewear that produces designer glasses at affordable prices. The company's management believes in the importance of grounding its operations in Corporate Social Responsibility.
Explanation:
Warby Parker is an eyewear manufacturer creating designer glasses that remain budget-friendly. The management asserts that its operations should be based on principles of Corporate Social Responsibility.
Policy 1: The price at the end of year 4 is calculated as D5/(rs-g) = 3 /(.12-.02) = 3/.10 = $30 per share. The current price is determined using PVF12%,4* Price at year 4 =.63552 * 30 = $19.07 per share. Policy 2: The price at the end of year 4 is D5/(rs-g) = 2 /(.12-.06) = 3/.06 = $50 per share. The current price is then calculated as PVF12%,4* Price at year 4 =.63552 * 50 = $31.78 per share. Policy 2 should be favored as it offers a higher market price per share.
Answer:
Option (D) is the right choice.
Explanation:
According to the Modigliani-Miller proposition, the cost of equity will adjust in a way to accommodate its debt obligations.
Cost of equity:
= WACC for an all-equity firm + (WACC for an all-equity firm - Cost of debt ) × (Debt-to-equity ratio)
Initially, when no debt was present,[ [TAG_20]]
WACC = cost of equity = 10%
The levered cost of equity:
= 10% + ( 10% - 6%) × 0.2
= 10.8%
Thus, Taggart's levered cost of equity would be approximately 11%.
Opportunity cost is defined as the loss incurred when one chooses one alternative over another.
In this scenario, the forgone option is full-time work along with other costs associated with that period when opting for schooling instead. Room and board expenses remain constant whether attending school or working full time, thus these are not factored in. Earnings from part-time work during school are deducted as they would have been earned during full-time employment.
Thus;
Opportunity cost = $20,000+$10,000+$1,000-$8,000 = $23,000
Answer:
$21,370.1071
Explanation:
The calculation for the present value of this perpetuity is as follows:
= Present value five years later + present value at the time of purchase
where,
The present value after five years is
= ($1,000) ÷ (1.04)^5
=$821.9271
Additionally, the present value at the purchase time is
= $821.9271 ÷ 4%
=$20,548.18
Thus, the total present value of the perpetuity is
=$821.9271 + $20,548.18
= $21,370.1071