Answer:
$92,000
Explanation:
Calculation for By how much is retained earnings reduced by the property dividend
Using this formula
Reduction in Retained earnings=(Boxer stock outstanding/Declared property dividend )×King stock market price)
Let plug in the formula
Reduction in Retained earnings=(46,000/10 shares ) x $20
Reduction in Retained earnings= $92,000
Therefore By how much is retained earnings reduced by the property dividend is $92,000
Answer:
Explanation:
a.)
Given the different probabilities with their respective returns, you will find the firm's expected return using the following formula;
return; r = SUM (probability *expected return)
The formula above means that you multiply each probability by return , then sum the results.
r = (0.25*0.10) +(0.50*0.15) + (0.25*-0.02)
r = 0.025 +0.075 -0.005
r = 0.095 or 9.5%
Therefore, the correct answer is 9.5%. The choices given do not apply.
b.)
Use the Capital Asset Pricing Model(CAPM) formula to calculate the required return. Additionally, since we have inflation rate, adjust the formula to that inflation rate since investors would require a high rate to compensate for it.
Inflation adjusted CAPM required return; r = risk free + inflation + beta(Market return - risk free)
r = 0.045 + 0.03 + 1.50(0.11 - 0.045)
r = 0.075 + 0.0975
r = 0.1725 or 17.25%
Therefore, the required rate is 17.25%
When the car stops, the person continues forward, at the same speed that the car was travelling at. Into the dash, into the windscreen, maybe even THROUGH the windscreen and onto the road. Beat up, cut up and run over - not a good thing
Research indicates that high-performance project teams are much more likely to develop under certain conditions. One of these conditions is that members are assigned to the project manager.
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Learn more about high performance project teams here
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Answer:
$56.74
Explanation:
Base on the scenario been described in the question, we can use the following method to solve the problem
Solution Correct Response Calculate the amount financed, the finance charge, and the monthly payments for the following add-on interest loan. Purchase(Cash) Price Down Payment Amount Financed Add-onInterest Number of Payments Finance Charge $78810% $8%12 $56.74