Answer:
the number of years for triple the money is 15.74 years
Explanation:
The computation of the number of years for triple the money is shown below:
Here we used the NPER which is
Given that
RATE = 7% ÷ 12 = 0.58333%
Assuming
Present value be $1,000
And, future value be $1,000 × 3 = $3,000
PMT = $0
The formula is shown below:
= NPER(RATE;PMT;-PV;FV;TYPE)
The present value comes in positive
After applying the above formula
The number of years is
= 188.8833850497 ÷ 12
= 15.74 years
hence, the number of years for triple the money is 15.74 years
One buyer, many sellers and no close substitutes
usually this won't have an exact example to match all the requirement
so, try get those small company as the example of your answer
Answer:
Depreciation amount has to be added back to the annual income because it is a non cash expense.
Project 22A
Depreciation = 242,000 / 6 years
= $40,333.33
Annual income = 40,333.33 + 16,890
= $57,223.33
IRR using Excel is:
= 11%
Project 23A
Annual income = 20,710 + 271,500 / 9 years
= $50,876.67
IRR = 12%
Project 24A
Annual income = 15,700 + 283,000 / 7 years
= $56,128.57
IRR = 9%
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<em>Note: Look at the formula bar to see how IRR was calculated. </em>
If $60,000.00 is the total sales from selling toaster ovens at $16.00 each, then the total units of toaster ovens sold would be 3,750.00 units. If expenses where given, say for example, 40% of the sales, with a profit before tax of $60,000.00, then total sales should be $84,000.00 equivalent to 5,250 units of toaster ovens.
