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Ann [662]
2 years ago
14

Jamie's Motor Home Sales currently sells 1,100 Class A motor homes, 2,200 Class C motor homes, and 2,800 pop-up trailers each ye

ar. Jamie is considering adding a mid-range camper and expects that if she does so she can sell 1,500 of them. However, if the new camper is added, Jamie expects that her Class A sales will decline to 850 units while the Class C camper sales decline to 2,000. The sales of pop-ups will not be affected. Class A motor homes sell for an average of $140,000 each. Class C homes are priced at $59,500 and the pop-ups sell for $5,000 each. The new mid-range camper will sell for $42,900. What is the erosion cost of adding the mid-range camper
Business
1 answer:
rusak2 [61]2 years ago
5 0

Answer:

$46,900,000

Explanation:

Calculation for the erosion cost of adding the mid-range camper

Erosion cost = [(1,100 - 850) × $140,000] + [(2,200 -2,000) × $59,500]

Erosion cost =(250×$140,000)+(200×$59,500)

Erosion cost =$35,000,000+$11,900,000

Erosion cost = $46,900,000

Therefore the erosion cost of adding the mid-range camper will be $46,900,000

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omeli [17]

Answer:

1. Companies like P&G have their customer base consisting on end customers whose choice of toothpaste and towels which can change depending on multiple influencers like cost, other attractive features in competitors, freebies etc. Thus a strong customer focus and reach is essential to even retain the current customer base. Thus these companies need to focus on advertising to remain competitive in the current market atmosphere.

2. The numbers of advertising companies can be appropriately engaged based on cost and effectiveness as long as there are sufficient companies customizing the advertising and marketing efforts for the region in focus. If there are too many agencies running the advertising, the cost could be very high. If the number of agencies are decreased to too low and same advertising efforts are used in different type of demographic regions, the impact and effectiveness of the advertising could be less and not as effective as required. Thus choosing the sufficient number of agencies to reach all the required demographic regions is essential to balance the cost and effectiveness of advertising.

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5 0
2 years ago
Read 2 more answers
Marko Shioda, master scheduler at Randall Manufacturing Company, prepared the following MPS for one of the firm's major end prod
Sergio039 [100]

Answer:

Explanation:

MPS Week 1 = 150

It takes 3 widgets for 1 WhatchaMacalit.

Widgets required Week 1 = 150 *3 = 450

Painting hours required Week 1 = 450*0.5 = 225 hours

Painting hours required Week 2 = 120*3*0.5 = 180 hours

Similarly, Week 3 = 75 hours

Week #        1 2 3

Widget paint 225 180 75

5 0
2 years ago
Question Workspace Exhibit 3-5 Supply for Tucker's Cola Data Quantity supplied per week (millions of gallons) Price per gallon 6
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Answer:

20 million gallons

Explanation

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I hope my answer helps you

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2 years ago
Carly knows that according to ________, if she administers positive reinforcement or avoidance learning, her employees will tend
Yuri [45]

Answer:

Law of effect

Explanation:

This law was developed by Edward Thorndike

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Conversely, if the situation is followed by discomfort, that is she uses punishments or extinction, the

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7 0
1 year ago
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Barry Cuda currently has $35,000 in his Roth IRA which has been earning 7%. Barry is planning on depositing $5500 annually for t
ki77a [65]

Answer:

Total worth of worth of investment= $1,622,099.14  

Explanation:

<em>The total amount available in his account would be determined as follows:</em>

<em>The value of the existing current amount in 40 years time</em>

FV =  PV × (1+r)^ n

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r- interest rate

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FV =  35,000 × (1.07)^(40=

FV=  524,106.02  

The value of the new annual deposit of 5,500 in 40 years time

This represents an annuity. An annuity is series of constant but equal amount  occurring for a certain number of years .

FV= A×( (1+r) -1)/r

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FV = 5,500 × ((1+0.07)^40 -1)/0.07

FV=  1,097,993.12  

Total worth of worth of investment

=   524,106.02   + 1,097,993.12  = 1,622,099.14  

Total worth of worth of investment= $1,622,099.14  

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1 year ago
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