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IrinaK [193]
4 years ago
14

Anthony operates a part time auto repair service. He estimates that a new diagnostic computer system will result in increased ca

sh inflows of $1,500 in Year 1, $2,100 in Year 2, and $3,200 in Year 3. If Anthony's required rate of return is 10%, then the most he would be willing to pay for the new diagnostic computer system would be (Ignore income taxes.):
Business
1 answer:
alexira [117]4 years ago
4 0

Answer:

The most he would be willing to pay for the new diagnostic computer system would be $5,503.38

Explanation:

Hi, we need to solve this bringing to present value all the future cash flows, discounted at 10%. This is because we need to find the cost that will equal the present value of all the future and positive cash flows, therefore Anthony will obtain a NPV = 0 (net present value, that is NPV), this is as follows.

PV=\frac{CF1}{(1+r)^{1} } +\frac{CF2}{(1+r)^{2} } +\frac{CF3}{(1+r)^{3} }

Everything should look like this

PV=\frac{1,500}{(1+0.10)^{1} } +\frac{2,100}{(1+0.10)^{2} } +\frac{3,200}{(1+0.10)^{3} }

PV= 1,363.64+1,735.54+2,404.21=5,503.38

So, the most that Anthony should be willing to pay for this diagnostic computer system is $5,503 (rounded to the nearest dollar)

Best of luck.

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Answer:

b) perceived superior value

Explanation:

The coffee company is providing perceived superior value as it provides consumers with a unique coffee drinking experience and a loyalty rewards program. I hope my answer helps you

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Tim and Mike work for a broker who tells them to call their clients and inform them whenever their investments gain or lose 3% o
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4 0
4 years ago
For a particular flight from Dulles to SF, USAir uses wide-body jets with a capacity of 430 passengers. It costs the airline $4,
guajiro [1.7K]

Answer:

$370.69

Explanation:

Given the following :

Capacity (n) = 430

Cost incurred by airline per flight = $4000 + $60 per passengers

If ticket price = T ; (430 - 0.58T) are expected to book.

Determine the ticket price, T, that will maximize the airline's profit.

Profit = Revenue earned - cost incurred

Revenue earned = capacity * price = nT

Cost incurred = $4000 + $60n

Profit = nT - (4000 + 60n)

If ticket price = T ; (430 - 0.58T) are expected to book. Then n = (430 - 0.58T)

Profit = (430 - 0.58T)T - ($4000 + 60(430 - 0.58T))

Profit = 430T - 0.58T^2 - ($4000 + 25800 - 34.8)

Profit = 430T - 0.58T^2 - 4000 - 25800 + 34.8

Profit (P) = - 0.58T^2 + 430T −29834.8

Taking the first derivative of P

P' = 2(-0.58T) + 430

P' = - 1.16T + 430

Hence solve for price (T) when P' = 0

0 = - 1.16T + 430

1.16T = 430

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T = 370.68965

Price = $370.69

6 0
4 years ago
When using capital rationing, unfunded proposals a.are discarded for purposes of decision making for all future plans. b.are alw
VikaD [51]

Answer:

Correct Answer:

a. are discarded for purposes of decision making for all future plans.

Explanation:

In business organization, there will be situations where there will be need to ration the capital used in the business for effective running of the business. <em>When there is an ongoing project, the project expenses would be rationed in such a way that, relevant ones would receive attention from the megre capital fund while unfunded proposal would be discarded.</em>

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If a brand or company is trying to repair a damaged reputation with the people it serves, its strategic efforts in digital marke
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Answer:

C. Favorability.

Explanation:

Digital marketing can be defined as an application of a wide range of channels or medium such as mobile devices, internet, social media, software applications, search engines, and a variety of electronic channels to reach out to consumers and potential buyers.

If a brand or company is trying to repair a damaged reputation with the people it serves, its strategic efforts in digital marketing would align with favorability.

Favorability in digital marketing tends to measure the relationship between a business and its customers. The main purpose is to create affinity for a business or making customers feel positive towards a business after viewing an advert.

4 0
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