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marishachu [46]
3 years ago
7

A company is considering replacing its air conditioner. They have narrowed their selection to two alternativesthat will offer co

nsiderable savings over their current system. If the effective annual interest rate is 8%,and the lifetime of the machines will be 15 years,what is the benefit cost ratio of eachmachine, and which machine should the company choose
Business
1 answer:
olganol [36]3 years ago
3 0

Answer:

A. Alternative 1 1.88

Alternative 2 1.73

Incremental Analysis 1.34

B. Alternative 2

Explanation:

A. Calculation to determine the benefit cost ratio of each machine,

First step is to calculate the present value of each Alternative

ALTERNATIVE 1

Calculation for alternative 1 Benefit and cost

Benefits = ($1500)(P/A, 8%, 15)

Benefits= ($1500)(8.5595)

Benefits= $12,839

Cost = $7,000 – ($500)(P/F, 8%,15)

Cost= $7,000 – ($500)(0.3152)

Cost = $6842

Now let calculate Alternative 1 Ratio of Benefit to Cost using this formula

Ratio of Benefit to Cost = Benefit/Cost

Let plug in the formula

Ratio of Benefit to Cost=$12,839/$6842

Ratio of Benefit to Cost= 1.88

Therefore the benefit cost ratio for Alternative 1 is 1.88

ALTERNATIVE 2

Calculation for alternative 2 Benefit and cost

Benefits = ($1900)(P/A, 8%,15)

Benefits= ($1900)(8.5595)

Benefits= $16,263

Cost = $9000 + ($1250)(P/F,8%,15)

Cost= $9000 + ($1250)(0.3152)

Cost=$9394

Now let calculate Alternative 1 Ratio of Benefit to Cost using this formula

Ratio of Benefit to Cost = Benefit/Cost

Let plug in the formula

Ratio of Benefit to Cost= $16,263/$9394

Ratio of Benefit to Cost = 1.73

Therefore the benefit cost ratio for Alternative 2 is 1.73

B. In order to know which machine should the company choose we have to determine the incremental analysis for each of the machine

Incremental Analysis = ($16,263- $12,839)/ ($9394 - $6842)

Incremental Analysis= 1.34

Based on the above calculation for Incremental Analysis we can see that the Incremental Analysis is greater than 1 which means that the machine that the company should choose is ALTERNATIVE 2

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Zeus wanted to convey Mount Olympus to Artemis, Ares, Aphrodite, and Athena in equal shares. On July 1, he saw Artemis, Aphrodit
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Answer:

Joint Tenancy

Explanation:

Each tenant was given an equal share.

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3 0
3 years ago
When paying your bills, it is most financially beneficial to make larger payments to:___________.
gulaghasi [49]

Answer:

to those outstanding payments which have highest interest rates.

Explanation:

If we pay and settle more outstanding bills now which have high interest rates it will save us from interest which will be charged in future for delayed payment as it will by multiplied by number of days or months for which it has been delayed.

So if we are not paying high interest outstanding bills it will cost us more in future by high interest amount added to the bill amount.

8 0
3 years ago
The Yurdone Corporation wants to set up a private cemetery business. According to the CFO, Barry M. Deep, business is "looking u
Crank

Answer:

-$414,444.44

Explanation:

The computation of the net present value is shown below:

Net present value = Initial investment + net cash flows ÷ (required rate of return - projected growth rate)

= -$1,570,000 + $104,000 ÷ (12% - 3%)

= -$1,570,000 + $1,155,555.56

= -$414,444.44

Hence, the net present value is -$414,444.44

Since the net present value comes in negative so the project is rejected

         

8 0
3 years ago
The Acme Widget Company has found that if widgets are priced at s 389, then 1000 will be sold. They have also found that for eve
kvv77 [185]

Answer:

See the explanation below.

Explanation:

a. The number of widgets that will be sold

Let y represent the number of widgets that will be sold, and and we already have x as price of widget, we therefore have:

y - 1,000 = (-600/10) * (x - 389)

y - 1,000 = -60 * (x - 389)

y = 1,000 - [60 * (x - 389) ]

y = 1,000 - 60x + 23,340

y = 24,340 - 60x

b. The revenue generated by the sale of widgets

Let R represent Revenue, therefore we have:

R = xy

R = x(24,340 - 60x)

R = 24,340x - 60x²

c. The cost of producing just enough widgets to meet demand

Let C represent total cost, we therefore have:

C = 8,000 + 97.25y  

C = 8,000 + 97.25(24,340 - 60x)

C = 8,000 + 2,367,065  - 5,835x

C =  2,375,065  - 5,835x

d. The proft from selling widgets

Let P represent profit, we therefore have:

P = R - C

P = 24,340x - 60x²  - (2,375,065  - 5,835x)

P = 24,340x - 60x²  - 2,375,065  + 5,835x

P = - 60x²  + 30,175x - 2,375,065

e. Find the price that will maximize profits from the sale of widgets

Profit is optimum when dP/dx = 0

Therefore, we have

0 = - 120x + 30,175

120x = 30,175

x = 30,175/120 = $251.46

4 0
3 years ago
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