Answer:
A. Market Capitalization rate = 13%
B. Intrinsic Value = $46.22
Explanation:
<em>A. Market Capitalization rate:</em>
CAPM should be used to calculate market capitalization from the given data. Following is the formula for CAPM

r = risk free rate
M = market portfolio return
B = beta
Solution:

CAPM = 13%
<em>B. Intrinsic Value of stock</em>
Gordon Growth Model (GGM) should be used to calculate intrinsic value of stock based on the given data.
Following is the formula for GGM

D = Current Dividend
g = Dividend Growth rate
r = market capitalization rate (CAPM calculated in part A)
Solution:

DDM = $46.22
<em>Note: All values are rounded off to two decimal points.</em>
I believe that it’s C
ANSWER =C
Answer:
$14,250
Explanation:
Annual depreciation = (Cost - Salvage value) / Useful Life
Annual depreciation = ($60,000 - $3,000) / 8
Annual depreciation = $57,000 / 8
Annual depreciation = $7,125
Accumulated dep. at December 31, 2022 = $7,125 * 2
Accumulated dep. at December 31, 2022 = $14,250
So, the balance in accumulated depreciation using the straight-line method at December 31, 2022 is $14,250.
Answer:
nope as long as I remember
Answer:
They reveal how the author(s) interpreted the findings of their research and presented recommendations or courses of action based on those findings.
Explanation: