<span>Decrease by $57,400 per month.
Looks look at the cash flow for continuing to produce product a and discontinuing product a.
Continuing to produce
Income = 15900 * $29 = $461,100
Variable Expenses = 15900 * 23 = $365,700
Fixed overhead = $109,000
Total cash flow = $461,100 - $365,700 - $109,000 = -$13,600
So the Lusk company is losing $13,600 per month while producing product a. Let's see what happens if they stop producing it.
Income = $0
Variable Expenses = $0
Fixed overhead = $71,000
Total cash flow = $0 - $71,000 = -$71,000
So if they stop producing it, their fixed overhead decreases, but is still at $71,000 per month, for a total loss per month of $71,000.
The conclusion is to either lose $13,600 per month, or $71,000 per month. So if they stop production of product a, their loss per month will increase by $57,400.</span>
Answer:
yo mama
Explanation:
<h2>yo mama's so ugly, she made a blind kid cry.</h2>
Investments can lead to more demand for goods. Investment means an increase in capital spending and is a component of Aggregate Demand (AD), if there is an increase in investment it will help to boost AD and therefore economic growth.
Answer:
The project should be rejected as the payback period of 3.97 years exceeds the required 3 years. So, the correct option is E
Explanation:
The table showing the discounted cash flows of each year:
Computing discounted payback as:
Discounted Payback = Number of years + (Initial Cost - Discounted Cash flow of year 1 + Discounted Cash flow of year 2 + Discounted Cash flow of year 3 / Discounted Cash flow of year 4)
= 3 + ($120,000 - $0 - $28,925.62 - $41,322.31 / $51,226.01)
= 3 + ($49,752.07 / $51,226.01)
= 3 + 0.97
= 3.97
Working Note:
Discounted Cash Flow is computed as:
Discounted cash flow = Cash Flow / (1 + r) ^ n
where
r is rate of return that is 10%
n is number of year
So,
For 1st year:
= $0 / (1 + 0.1) ^1
= $0
For 2nd year:
= $35,000 / (1 + 0.1) ^ 2
= $35,000 / 1.21
= $28,925.61
For 3rd year:
= $55,000 / (1 + 0.1) ^ 3
= $55,000 / 1.331
= $41,322.31
For 4th year:
= $75,000 / (1 + 0.1) ^ 4
= $75,000 / 1.4641
= $51,226.01