Answer: 5.15%
Explanation:
The Constant Dividend Growth Model is used to calculate the price of a stock given the next dividend that will be paid on it, its required return and its constant growth rate by the formula;
Price = 
$92.51 = 
9.084482 - 92.51g = 4.32
9.084482 - 4.32 = 92.51g
92.51g = 4.764482
g = 0.0515
g = 5.15%
Answer:
$812.49
Explanation:
Given that
Sale value of ordinary annuity = $4,947.11
Time period = 8 years
Interest rate = 6.50%
So by considering the above information, the annual annuity payment is
$4,947.11 = Annual annuity payment × Present value annuity factor at 6.5% for 8 years
$4,947.11 = Annual annuity payment × 6.0888
So, the annual annuity payment is $812.49
Well if you want to know that you have to do this:
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Margin per chair = $80
Machine hours to produce 1 chair = 2 hours
Multiply: 80 x 2 = 160
Deluxe Chair: 160
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Margin per chair = $90
Machine hours to produce 1 chair = 4 hours
Multiply: 90 x 4 = 320
Executive Chair: 320
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Contribution Margin: $90 and $80
Add: 90 + 80 = 170
Contribution Margin: $170
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Machine Hours: 2 and 4
Add: 2 + 4 = 6
Machine Hours: 6 hours
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So, their is $170 contribution margin per 6 hours.
Hope this helps XD
Answer:
$525,000
Explanation:
Calculation to determine what amount would it have recorded the equipment for on 6/30/2021
First step is to calculate the total interest for 10 months;
Based on the information given since the amount of $15,000 was the interest for 6 months in the year 2021 in which the note lasted for 10 months the total interest will be:
Total Interest = 10months/6months x $15,000 Total Interest=$25,000
Now let calculate 6/30/2021 Equipment
6/30/2021 Equipment=$550,000-$25,000
6/30/2021 Equipment=$525,000
Therefore what amount would it have recorded the equipment for on 6/30/2021 is $525,000
Missing information:
The note was accepted on March 10
Answer:
$6,029.10
Explanation:
in order to answer the question, I assumed a 360 day year, so 60 days = 2/12 of a year
the note's value on maturity date = principal + accrued interest = $6,000 + ($6,000 x 9% x 2/12) = $6,000 + $90 = $6,090
bank charges = note's value on maturity date x discount rate x 30 days = $6,090 x 12% x 1/12 = $60.90
net proceeds = $6,090 - $60.90 = $6,029.10
