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choli [55]
4 years ago
10

Campbell Corp. exchanged delivery trucks with Highway, Inc. Campbell's truck originally cost $23,000, its accumulated depreciati

on was $20,000, and its fair value was $5,000. Highway's truck originally cost $23,500, its accumulated depreciation was $19,900, and its fair value was $5,700. Campbell also paid Highway $700 in cash as part of the transaction. The transaction lacks commercial substance. What amount is the new book value for the truck Campbell received?
Business
1 answer:
iragen [17]4 years ago
3 0

Answer:

equipment    3,700

Explanation:

First we calcualte the values of the machine given up:

<u>traded-out assets</u>

purchased  23000

depreciation <u>20,000 </u>

book value   3,000

fair value   5,000

gain on disposal   2,000

This gain would be recognzie if there was commercial substance. In this case we don't have commercial substance. So it is deffered.

Value given up forthe new equipment:

cash                   700

traded-out        <u>5,000 </u>

total value         5,700

We subtract the deffered gain on disposal to get the accounting value for the new equipment:

deferred gain       (2,000)

accounting value 3,700

The machine will enter the accounting with 3,700

journal entry

equipment    3,700

acc del        20,000

   equipment            23,000

  cash                             700

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Answer:

The price per ticket should be $37.5

Explanation:

First we need to determine the change in demand (attendance) as a result of every $1 increase in the price of ticket.

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So, for every $1 increase in price, demand falls by 100.

The revenue is calculated by multiplying price by quantity demanded. Revenue equation will be,

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Revenue = (50 + x)  * (2500 - 100x)

Revenue = 125000 - 5000x + 2500x - 100x²

Revenue = 125000 - 2500x - 100x²

To calculate the price that maximizes the revenue, we need to take the derivative of this equation.

d/dx = 0 - 1 * 2500x° - 2 * 100x

0 = -2500  -  200x

2500 = -200x

2500 / -200 = x

-12.5 = x

Price should be 50 - 12.5 = 37.5

At price $37.5 the revenue of the Opera House is maximized.

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3 years ago
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Answer:

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Explanation:

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