Answer:
Option (D) is correct.
Explanation:
Given that,
Dividend, D0 =$1.20
Price, P0 = $50.00
Growth rate, g = 6% (constant)
Based on the DCF approach, then
Cost of Equity:
= [D0 × (1 + g) ÷ P0] + g
= [(1.20 × (1 + 0.06)) ÷ 50] + 0.06
= (1.272 ÷ 50) + 0.06
= 0.02544 + 0.06
= 0.08544 or 8.54%
Hence, the cost of equity from retained earnings is 8.54%.
Answer:
A. $424,000
Explanation:
current income = Taxable income - Federal tax + Depreciation disallowed + net capital loss carryover
= $400,000 - $136,000 + ($200,000 - $60,000) + $20,000
= $424000
Therefore, The corporation's current earnings and profits for 20X3 would be $424000.
Answer and explanation:
As their name describes, <em>nonprofit entities</em> are organizations whose main plan is not to have revenues out of their operations. They usually provide social services to different sectors of the population and can handle their operations mainly thanks to charity and donations. While making their budgets, these organizations cannot estimate their revenues since they cannot take donations for granted. Instead, they estimate their expenses since they will be incurred for sure.
which class?
Explanation:
plz mention the lesson name kk
Answer:
C) 100 − 16Y
Explanation:
The computation of the marginal benefit is shown below:
The marginal functions represent the derivatives with respect to the total functions as compared to Y.
so, the marginal benefit function is MB(Y)=dB(Y) ÷ dY
d (100Y - 8Y^2} ÷ dY
= 100 -16Y
Therfeore the option c is correct