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Masja [62]
3 years ago
6

Although you are really tired after a long run, you are considering meeting a friend at the local track to run a few more miles.

You will choose to keep running if Choose one: A the marginal benefit of meeting a friend at the local track to run a few more miles outweighs the marginal cost. B. the marginal benefit of meeting a friend at the local track to run a few more miles exactly equals the marginal cost. C. meeting a friend at the local track to run a few more miles is free, so the marginal cost is zero. D. meeting a friend at the local track to run a few more miles is guaranteed to be fun, so the marginal benefit is high.
Business
1 answer:
Stels [109]3 years ago
6 0

Answer:

The correct answer is (A)

Explanation:

Marginal benefit and marginal cost are two important factors to make a decision. If the marginal benefit of meeting a friend is higher than the marginal cost I will keep running to meet a friend. Because I am tired, I want the marginal benefit to exceed the marginal cost. In case I am not tired I will choose to meet the friend if MC=MR.

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A local theater company sells 1,500 season ticket packages at a price of $250 per package. The first show in the 10-show season
swat32

Answer:

Dr cash    $375,000

Cr unearned revenue      $375,000

Dr unearned revenue     $37,500

Cr revenue                                    $37,500

Explanation:

The total amount realized from the sale of tickets is  $375,000($250*1500)

However,the cash proceeds should be debited to cash while it is also credited to unearned revenue

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The $37,500 is debited to unearned revenue and credited to sales revenue as that amount has now been earned

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3 years ago
Jasper makes a $31,000, 90-day, 6.5% cash loan to Clayborn Co. The amount of interest that Jasper will collect on the loan is:__
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Answer:

the amount of interest that is collected is $503.75

Explanation:

The computation of the amount of interest that is collected is shown below:

= Cash loan × number of days ÷ total number of days × rate of interest

= $31,000 × 90 days ÷ 360 days × 6.5%

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Hence, the amount of interest that is collected is $503.75

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