Answer:
$778.05625
Explanation:
The computation of the amount of repayment is shown in the attachment below:
Given that
Proceeds for year 4 through 9 at $2Z, $3Z
The Principal of the loan amount = $10,000
Interest rate = 7% per year
Based on the given information, the value of Z or the amount of repayment is
= Principal of the loan amount ÷ Total annuity
= $10,000 ÷ 12.85254119
= $778.05625
Answer:
Please sew solution below
Explanation:
a. What are the dividend payout ratios for each firm
Dividend payout ratio = Dividend / EPS
• Payout ratio stock A = $1.30 / $2.6 = 0.5= 50%
• Payout ratio stock B = $1.3 / $1.8 = 0.72222 = 72.22%
b. What are the expected dividend growth rates for each stock.
Growth rate = ROE × (1 - dividend payout ratio)
•Growth rate stock A = 0.08 × (1 - 50%) = 0.04 = 4%
• Growth rate stock B = 0.05 × (1 - 72.22%) = 0.01389 = 1.39%
c. What is the proper stock price for each firm
• Stock A
Price = D1 / (Re - g)
D1= $1.30 * (1 + 0.04)
= 1.352
Stock B
Price = D1 / (Re - g)
D1= $1.30 * (1 + 0.013)
= 1.3169
Therefore,
• Stock A's proper price = $1.352 / (0.08 - 0.04) = $33.8
• Stock B's proper price = $1.3169 / ($0.08 - $0.013) = $19.66
Answer:
Carpenter will have to pay taxes for a recognized gain of $150,000
Explanation:
When you are calculating taxes, you must use the adjusted a¿basis of the buildings.
Paul is exchanging a $450,000 building + $75,000 in cash for a $375,000 office building.
Paul's realized loss = $525,000 - $375,000 = $150,000
therefore Carpenter's recognized gain = $150,000
Answer: $0.54
Explanation:
Total cost = Fixed cost + Variable cost
$622,500 = $527,000 + Variable cost
Variable cost = $622,500 - $527,000
Variable cost = $95,500
Variable cost per unit will be calculated as the variable cost divided by the production unit. This will be:
= $95,500/176,000
= $0.54
The variable cost per units is $0.54.
Answer:
Probably not
Explanation:
To me I think they planed to give the money to you guys for it try and put a little more in the project. The most important part is if the client is happy about the advertisement.
