Answer:
$2,033
Explanation:
The computation of the terminal value at the end of the year 2 is shown below:
= {Free cash flow of the firm × (1 + growth rate) × (1 + growth rate) + (1+ growth rate)} ÷ (WACC - growth rate)
= {($80 million × (1 + 0.10) × (1 + 0.10) × (1 + 0.05)} ÷ (10% - 5)
= $101.64 ÷ 0.05
= $2,033
We simply applied the above formula so that the Terminal value could arrive
Answer:
correct option is A. $145
Explanation:
given data
investment cost = $2900
interest rate = 5% per year
solution
formula for present value of perpetuity is
investment cost = fixed cash saving per year ÷ interest rate ..................1
put her value we get fixed cash saving per year that is
saving per year cost = $2900 × 5%
saving per year cost = $2900 × 0.05
saving per year cost = $145
so correct option is A. $145
Answer:
$206,667
Explanation:
Calculation for What total amount of amortization expense should have been recorded on the intangible asset by December 31, 2020
Using this formula
Total Amortization expense=Cost/useful life*Number of months
Let plug in the formula
Total Amortization expense=$1,162,500/180*32
Total Amortization expense=$206,667
Note that 15 years*12months will give us 180 months which is the useful life while May 1, 2018 - December 31, 2020) will give us 32 months
Therefore the total amount of amortization expense should have been recorded on the intangible asset by December 31, 2020 will be $206,667
Answer:
$51. 15
Explanation:
The selling price is $58.82
The mark-up is 15% of the selling price.
The cost price is ???
The $58.82 is 115% of the cost price.
the cost price is 100%
cost price
= 58.82/115 x 100
= $0.5114 X 100
=$51. 15