That’s like the quarantine lol but just a bit higher
Answer:
$14,000
Explanation:
Company X Company Y
cost per equipment $75,000 cost per equipment $65,000
sales price $105,000 sales price $91,000
Both companies sold one unit and they exchanged clients in order to reduce shipping cost:
company X income = $105,000 (selling price) - $75,000 (COGS) + $14,000 (money received from company Y) = $44,000
company Y's income = $91,000 (selling price) - $65,000 (COGS) - $14,000 (money given to company X) = $12,000
This exchange resulted in company X's income increasing by $14,000, while company Y's income decreased by $14,000
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Answer:
Algorithm II uses a heuristic approach to provide an approximate solution in reasonable time.
Explanation:
Answer:
the formula used to calculate the cost of equity (required rate of return) based on the bond yield plus risk premium is fairly simple:
cost of equity (Re) = yield of debt (bonds) + firm's risk premium = 11.52% + 3.55% = 15.07%
I'm not sure if the question was copied correctly or not, so I looked for similar questions and it included different numbers.
<em>The Harrison Company is closely held and, therefore, cannot generate reliable inputs with which to use the CAPM method for estimating a company's cost of internal equity. Harrison's bonds yield 10.28%, and the firm's analysts estimate that the firm's risk premium on its stock over its bonds is 4.95%. Based on the bond-yield-plus-risk-premium approach, Harrison's cost of Internal equity is: = 10.28% + 4.95% = 15.23%</em>
<em>Another question: </em>
<em>The Kennedy Company is closely held and, therefore, cannot generate reliable inputs with which to use the CAPM method for estimating a company's cost of internal equity. Kennedy's bonds yield 11.52%, and the firm's analysts estimate that the firm's risk premium on its stock over its bonds is 4.95%. Based on the bond-yield-plus-risk-premium approach, Kennedy's cost of internal equity is: = 11.52% + 4.95% = 16.47%</em>
