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motikmotik
4 years ago
12

Akua’s Paint Supply charges $15 per gallon of paint. Akua started with three employees, who together produced 40 gallons of pain

t a day. He recently hired a fourth worker, and production increased to 48 gallons of paint a day. If Akua pays each worker $50/day, what is his marginal profit for the fourth employee? Ignore the added cost of raw materials.
Business
1 answer:
timofeeve [1]4 years ago
4 0

Answer:

$70

Explanation:

Total revenue from three employees:

= No. of gallons of paint produced × Selling price per gallon

= 40 × $15

= $600

Total revenue from four employees:

= No. of gallons of paint produced × Selling price per gallon

= 48 × $15

= $720

Total revenue created by 4th worker:

= Total revenue from four employees - Total revenue from three employees

= $720 - $600

= $120

Cost of hiring 4th worker = $50 per day

Therefore,

Marginal profit for the fourth employee:

= Total revenue created by 4th worker - Cost of hiring 4th worker

= $120 - $50

= $70

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In this case, brokers probably used bots to purchase tickets by making several small purchases.

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Rate the following bank accounts from most to least liquid: CD, savings account, checking account, money market account. Also ex
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4 years ago
Read 2 more answers
1. Merage Company is considering investing in a new project. The project will need an initial investment of $2,100,000 and will
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Answer:

1. 32.68%

2 .C. Two years

Explanation:

1. Using Excel or a scientific calculator, you can calculate the IRR which is the discount rate that makes the Net Present Value to equal $0.

= IRR(-2100000,1200000,1200000,1200000)

= 32.68%

2. The Payback period is how long it takes for the cash inflows to pay off the original investment.

Original Investment = -$2,000

After year 1 = -2,000 + 600 = -$1,400

After year 2 = -1,400 + 1,400 = $0

It took 2 years to payback the original investment so Two years is the Payback period.

8 0
3 years ago
Hindelang Inc. is considering a project that has the following cash flow and WACC data. What is the project's MIRR? Note that a
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Answer:

MIRR = 16.6%

Explanation:

We have the formula to calculate the MIRR of the project:

+) MIRR =\sqrt[n]{\frac{FV}{PV} } - 1

In which:

  • FV - terminal value, the future value of net cash inflow which is assumed to be re-invested at the rate of cost of capital = WACC = 12.25%
  • PV - the present value of the net cash outflows during the investment at the rate of cost of capital = WACC
  • n: numbers of years (n=4)

The future value of net cash inflow Year i = Cash inflow × (1 + Cost of capital)^(number of years reinvested)

= Cash inflow × 1.1225^(n - i)

+) FV1 = 300 * 1.1225^{3} = $424.327

+) FV2 = 320 * 1.1225^{2} = $403.202

+) FV3 = 340 * 1.1225^{1} = $381.65

+) FV4 = 360 * 1.1225^{0} = $360

<em>=> Terminal Value = 424.327 + 403.202 + 381.65 + 360 = $1569.179</em>

<em />

Present Value Year i = \frac{Cash flow}{(1+WACC)^{i} } = \frac{Cash flow}{1.1225^{i} }

The project requires the initial investment = - $850 and there are no cash outflows during 4 years of the project

<em>=> PV of the project = PV Year 0 = </em>\frac{850}{1.1225^{0} }<em> = 850</em>

=> MIRR = \sqrt[4]{\frac{1569.179}{850}}  - 1 =  0.166 = 16.6%

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