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The endowment effect can be explained by loss aversion.

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A consumer faces three bundles of goods: x,y,zx, y, z . He has complete preferences. Using the preference relation notation " >> " describe his preferences. (Hint: There are several correct answers.)

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blured image. Since the consumer has compl...

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Consider two goods: a\mathrm{a} and b\mathrm{b} . Each consumption bundle contains some aβ‰₯0a \geq 0 and some bβ‰₯0b \geq 0 . Suppose there are two reference points: r1r_{1} and r2r_{2} , which contain (3,5)(3,5) and (5,5)(5,5) of (a,b)(a, b) , respectively. Consider two consumption bundles x1x_{1} and x2x_{2} which contain (6,2)(6,2) and (3,8)(3,8) , respectively. Further, suppose x1∼r1x2x_{1} \sim_{r_{1}} x_{2} and the reference structure displays loss aversion, what MUST be true?

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A difference in willingness to pay and willingness to accept mean there is an endowment effect.

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Anne and Jim participated in an experiment about the willingness to pay for a set of head phones. Jim is suggested a price of $13\$ 13 and Anne is suggested a price of $22\$ 22 . The experimenters conclude that both Anne and Jim use the anchoring and adjustment heuristic to arrive at a final willingness to pay. What are possible values of their willingness to pay:


A) Anne: $15\$ 15 . Jim: $30\$ 30 .
B) Anne: $30\$ 30 . Jim: $30\$ 30 .
C) Anne: $13\$ 13 . Jim: $13\$ 13 .
D) Anne: \$25. Jim: \$15.

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Consider two bundles xx and yy and a reference point rr . If x∼ryx \sim_{r} y then it must also be true that x∼rx \sim r and r∼yr \sim y .

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The status quo bias is necessarily inconsistent with the rational model.

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Consider the constant loss aversion utility function in 4.1. This function creates a kink in the value function whenever Ξ»i>0\lambda_{i}>0 .

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An individual whose preferences are given by the indifference curve in Figure 4.1 has preferences that violate which of the following assumptions found in the rational model:


A) Completeness only.
B) Completeness and transitivity.
C) Transitivity only.
D) Monotonicity.

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A preference reversal is a violation of transitivity.

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The policy implication of the default option bias is that policy-makers can set a desired choice as the default option. If the default option bias is present then this increases the likelihood that the government's choice is implemented.

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