Average Rate of Return—New Product Galactic Inc. is considering an investment in
ID: 2474188 • Letter: A
Question
Average Rate of Return—New Product Galactic Inc. is considering an investment in new equipment that will be used to manufacture a smartphone. The phone is expected to generate additional annual sales of 6,000 units at $250 per unit. The equipment has a cost of $850,000, residual value of $50,000, and an eight-year life. The equipment can only be used to manufacture the phone. The cost to manufacture the phone follows: Cost per unit: Direct labor $ 15.00 Direct materials 134.00 Factory overhead (including depreciation) 33.50 Total cost per unit $182.50 Determine the average rate of return on the equipment. If required, round to the nearest whole percent. %
- ANSWER IS NOT 48%
Explanation / Answer
Solution:
Calculation of Annual Net Profit after depreciation and taxes
Sales Revenue
$1,500,000
Expenses:
Direct Labor
$90,000
Direct Material
$804,000
Factory Overhead (including depreciation)
$201,000
Total Cost
$1,095,000
Profit
$405,000
The accounting rate of return is also known as the Average rate of return. ARR is a financial ratio used in capital budgeting. ARR does not take into account the concept of time value of money. ARR measures the average annual net income of the project in % term of proposed investment.
Average Rate of Return = Average Annual Net Income after depreciation and taxes / Average Investment
= $405,000 / $450,000 x 100 = 90%
Average Investment = ½ (Initial Investment + Scrap Value) = ½ ($850,000 + $50,000) = $450,000
Average Rate of Return can also be calculated by using following formula:
Note ---- Average Rate of return = Avarage Annual Net INcome after depreciation and taxes / Initial Investment x 100, then you will get the answer as follows:
ARR = $405,000 / $850,000 x 100 = 47.65%
Calculation of Annual Net Profit after depreciation and taxes
Sales Revenue
$1,500,000
Expenses:
Direct Labor
$90,000
Direct Material
$804,000
Factory Overhead (including depreciation)
$201,000
Total Cost
$1,095,000
Profit
$405,000
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