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Wittaler [7]
3 years ago
14

Roman loves corn bread. He buys corn meal and wheat flour in order to make corn bread. His recipe calls for two cups of corn mea

l and one cup of flour for each batch that he bakes. More corn bread is better for Roman. He can bake fractions of a batch, but has no use for corn meal or flour that is left over. What of the following is Roman’s utility function on cups of corn meal, denoted by c, and cups of flour, denoted by f?
(A) U(c,f)=min{c,2f}
(B) U(c,f)=min{2c,f}
(C) U(c,f)=min{2c,3f}
(D) U(c,f)=min{3c,sf}
(D) U(c,f)=2c+3f
Business
1 answer:
ale4655 [162]3 years ago
7 0

Answer:

(B) U(c,f)=min{2c,f}

Explanation:

This is an example of Leontif utility function which states that the preferences of a consumer is to a constant ratio of quantities of two or more goods in his demand bundles and having an extra unit of a single good will not increase the utility of the consumer and will make the extra unit to waste. But having more units of all the goods in the demand bundle which maintain the constant ratio will increase the utility of the consumer.

A good example usually used in economics is that of a pair of shoe. Having one right and one left of a type of shoe gives a consumer utility at a constant ratio of 1:1, and increasing each leg by multiple of one at every point in time will increase the utility of the consumer, while increasing just only one makes the utility not to change. For instance, having only two left shoe will not give the consumer any utility and make both the left shoe useless.

In the question, the ratio of cups of corn meal, denoted by c, and cups of flour, denoted by f, is 2:1. This implies that to increase the utility of the consumer, c has to increase by a multiple of 2 at every point in time while f has to increase by one at the same point in time to maintain the constant ratio of 2:1. Increasing only c by 2 or only f by 1 will maintain the constant ratio and it will lead to a waste of the increased unit of the affected commodity.

Therefore, option (B) U(c,f)=min{2c,f} is the correct answer that gives a constant ratio of 2:1 = 2c:f.

I wish you the best.

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Answer:

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Explanation:

<u>Calculation of Equivalent Units of Production</u>

1. Raw Materials

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Completed and Transferred (406,000 × 100%)           406,000

Equivalent Units of Production for Materials                 423,750

2. Conversion Costs

Ending Work In Process Inventory (25,000 × 50%)        12,500

Completed and Transferred (406,000 × 100%)           406,000

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3 years ago
All of the following statements regarding the double-entry system are true except:__________. 1. both sides of the accounting eq
Gennadij [26K]

Answer: both sides of the accounting equation must be affected when recording a transaction using the double-entry system

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The double entry principle states that for every financial transaction that takes place, there will be an opposite and equal effects in two different accounts at least. It simply implies that there for every transactions that happens, there are two entries which are the credit entry and the debit entry.

In a double entry principle, the addition of all the debits to the accounts must be thesame as the addition of all credits.

Option A which states that both sides of the accounting equation must be affected when recording a transaction using the double-entry system isn't correct. Both side of the accounting equation aren't affected.

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3 0
1 year ago
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Answer:

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