The number of books that will be produced such that the costs from the two methods be the same is 4668 units.
From the complete question, the total cost of the first equation will be:
= 8.25x + 65054
The total cost for the second equation will be:
= 19.50x + 12539
Then, we'll equate both equations together and this will be:
8.25x + 65054 = 19.50x + 12539
Collect like terms
19.50x - 8.25x = 65054 - 12539
11.25x = 52515
Divide both side by 11.25
11.25x/11.25 = 52515/11.25
x = 4668 units.
Therefore, the breakeven unit will be 4668 units.
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Answer:
The rate of return expected on this project by Cold Goose Metal Works Inc. is 15.20%
Explanation:
Since flotation cost is 4% that implies that $500,000 is actually 96% (100%-4%) of the cash proceeds from the capital funding,hence funds raised is computed thus:
funds raised=$500,000/0.96=$520,833.33
Annual return on investment=cash inflow-initial cash outflow
cash inflow is $600,000
cash outflow is $520,833.33
annual return on investment=$600,000-$520,833.33=$79166.67
rate of return on project=annual return on investment/initial investment
=$79,166.67
/$520,833.33*100=15.20%
The rate of return that Cold Goose Metal Works Inc is 15.20%
Answer:
Gives equal weight to all cash flows arriving before the cutoff
Explanation:
The payback period measures how long it takes for the amount invested in a project to be recovered from a project.
A project with a shorter pay back period is favoured over projects with longer payback periods.
The payback period gives equal weights to all cash flows before arriving at a cut Off. The discounted payback period remedies this by discounting cash flows.
I hope my answer helps you
Answer:
(A) $731,250
Explanation:
The formula to compute the break-even point in sales dollars is shown below:
= (Fixed expenses or Fixed cost) ÷ (Contribution ratio)
where,
Contribution ratio = Contribution margin ÷ sales
= $208,000 ÷ $650,000
= 0.32 or 32%
And, the fixed expense is $234,000
Now put the values to the above formula
So, the value would equal to
= $234,000 ÷ 32%
= $731,250