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In the class lecture notes, we motivated how “risk aversion” (the dislike of risk) is the same as diminishing marginal utility of wealth.  The basic idea is thatSelected answer will be automatically saved. For keyboard navigation, press up/down arrow keys to select an answer.aFrom a utility standpoint, the pain of losing $100 is greater than the happiness of winning $100.bThe greater a person’s wealth, the more the person dislikes taking a gamble.cAn insurance company typically charges a higher premium to wealthier customers.dWealthier people are in a better position to take gambles because they will still have money left over.

Question

In the class lecture notes, we motivated how “risk aversion” (the dislike of risk) is the same as diminishing marginal utility of wealth.  The basic idea is thatSelected answer will be automatically saved. For keyboard navigation, press up/down arrow keys to select an answer.aFrom a utility standpoint, the pain of losing 100isgreaterthanthehappinessofwinning100 is greater than the happiness of winning 100.bThe greater a person’s wealth, the more the person dislikes taking a gamble.cAn insurance company typically charges a higher premium to wealthier customers.dWealthier people are in a better position to take gambles because they will still have money left over.

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Solution

The correct answer is a) From a utility standpoint, the pain of losing 100isgreaterthanthehappinessofwinning100 is greater than the happiness of winning 100.

This is based on the concept of diminishing marginal utility of wealth, which states that as a person becomes wealthier, each additional unit of wealth brings less and less additional happiness or utility.

Here's a step-by-step explanation:

  1. Let's say you have 1000.Ifyouwinanother1000. If you win another 100, you now have 1100.Theincreaseinhappinessorutilityyougetfromthisextra1100. The increase in happiness or utility you get from this extra 100 is a certain amount.

  2. Now, let's say you have 2000.Ifyouwinanother2000. If you win another 100, you now have 2100.Butbecauseyourealreadyquitewealthy,thisextra2100. But because you're already quite wealthy, this extra 100 doesn't make you as happy as the first 100didwhenyouonlyhad100 did when you only had 1000. This is diminishing marginal utility.

  3. Now, let's consider losing 100.Ifyouhave100. If you have 1000 and lose 100,youreleftwith100, you're left with 900. This loss makes you quite unhappy.

  4. But if you have 2000andlose2000 and lose 100, you're left with $1900. This loss makes you unhappy, but not as much as when you had less money.

  5. However, the unhappiness from losing 100isalwaysgreaterthanthehappinessfromwinning100 is always greater than the happiness from winning 100, no matter how much money you have. This is because of risk aversion - people prefer to avoid losses rather than acquire equivalent gains.

So, the concept of risk aversion is closely tied to the concept of diminishing marginal utility of wealth.

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Similar Questions

A.1 If an individual is risk averse, then:i. He prefers any lottery to amounts of money that are certain.ii. The certainty equivalent of a lottery is higher than its expected value.X. The utility function is concave.iv. The utility function is decreasing.

A risk averse person has:a.a variable marginal utility of income.b.a constant marginal utility of income.c.a decreasing marginal utility of income.d.an increasing marginal utility of income

Which of the following statements about risk aversion is TRUE?a.Risk aversion will always lead to a negative outcome.b.Ambitious people with power that can be taken away are more susceptible to risk aversion.c.Preferring a 50/50 chance of winning $200 to a guaranteed win of $50 is an example of risk aversion.d.Both (b) and (c).

Which of the following statements about the ‘What is Risk?’, ‘Risk and Human Bias’ and ‘What is Risk Management?’ sections of the lecture material are TRUE:An individual can either lose $100 for certain (with 100% probability) or take a gamble. The gamble involves a 10% probability of losing $1,000 and a 90% probability of losing $0. A typical person exhibiting human bias would usually take the gamble, even though the rational risk-averse choice would be to take the certain loss of $100.An individual is considering how to manage the risk of damage to their motor vehicle. Four methods to manage that risk that are consistent (in any order) with the MEAT acronym would be as follows: (i) sell the motor vehicle and use public transport, (ii) always drive defensively and obey the speed limit, (iii) take out comprehensive motor vehicle insurance and (iv) set aside enough funds in a savings account for major repairs or to buy a new vehicle if necessary.Question 4AnswerNeither of the statements are true (both are false)Only statement 1 is trueOnly statement 2 is trueBoth statements are true (neither are false)

Risk –Averse” means- Options : ask someone for money information or help when you are legally responsible for something have a strong dislike for taking risks none of these

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