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mart [117]
1 year ago
11

Larry was accepted at three different graduate schools, and must choose one. Elite U costs $50,000 per year and did not offer La

rry any financial aid. Larry values attending Elite U at $60,000 per year. State College costs $30,000 per year, and offered Larry an annual $10,000 scholarship. Larry values attending State College at $40,000 per year. NoName U costs $20,000 per year, and offered Larry a full $20,000 annual scholarship. Larry values attending NoName at $15,000 per year. Larry's opportunity cost of attending State NoName U is:
Business
1 answer:
Monica [59]1 year ago
3 0

Answer: $15,000

Explanation:

Given that,

Elite U:

Costs $50,000 per year

Larry values attending Elite U = $60,000 per year

State College:

Costs = $30,000 per year

Offered Larry an annual scholarship = $10,000

Larry values attending State College = $40,000 per year

No Name U:

Costs = $20,000 per year

Offered Larry a full annual scholarship = $20,000

Larry values attending No Name = $15,000 per year

Larry gets economic surplus from:

Elite U = $60,000 - $50,000

           = $10,000

State college = $40,000 + $10,000 - $30,000

                     = $20,000

No Name U = $15,000 + $20,000 - $20,000

                   = $15,000

State college > No Name > Elite U

Therefore, the opportunity cost of attending State college is the value of the next best alternative that is No Name U.

Hence, the opportunity cost is $15,000.

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The Work in Process Inventory account had a beginning balance of $16,200 on April 1. During April, the cost of direct materials
zhenek [66]

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$28,700

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4 0
2 years ago
An investor has purchased stock in a firm. The investor believes that, at the end of the year, there is 0.20 probability that th
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Answer:

loss of $200

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=> 0.10 probability that profit = $6,000

3) 0.70 probability that the stock will show a $2000 loss

=> 0.70 probability that profit = - $2,000

The expected profit in the stock at the end of the year can be calculated as following:

<em>Expected profit = Probability case 1 x Profit case 1 + Probability case 2 x Profit case 2 + Probability case 3 x Profit case 3 </em>

<em>=0.2 x 3,000 + 0.1 x 6,000 + 0.7 x (-2,000)</em>

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<em />

So that, the expected profit in the stock is the loss of $200

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2 years ago
Suppose United Bank offers to lend you $10,000 for one year at a nominal annual rate of 8.00%, but you must make interest paymen
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Answer:

The effective annual rate on loan would be 8.24%

Explanation:

Formula for Effective annual rate ( EAR ) -

(1 + APR / Number of compounding periods in a year) ^ (Number of compounding periods in a year) - 1

where, the APR IS 8% ,

Number of compounding periods - 4 quarters

So now putting these values in the formula -

(1+8% / 4) ^4  - 1

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Now multiplying this by 100 to make it in percentage

= 8.24% ( approximately )

3 0
1 year ago
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