Michael decides to go to the Redwings game instead of studying for his final exam in economics.  The opportunity cost of this decision is   Question 60 options:   a)  The enjoyment he received from watching the game   b)  a good grade on the final exam   c)  The enjoyment he received from watching the game minus the good grade on the final   d)  the cost of the ticket   e)  both B and D

Which of the following about emotional influence on decision making is true?     People generally make rational decisions that maximize desirable outcomes in the absence of emotions     Only emotions that are relevant to the decision at hand have any influence on that decision     People tend to overestimate their predicted negative emotions resulting from a decision's outcomes     People are equally angry about unfair offers in the ultimatum game from computers and from other human players

Maggie is currently using the website Matchmaker.com to help her search for a new partner. Maggie is enjoying going on the dates she has arranged through this website. She believes the marginal benefits are more than the marginal costs from using the website. Which of the following statements is true? Maggie should always continue using Matchmaker.com as the benefits outweigh the cost. Maggie's opportunity cost from using Matchmaker.com will eventually start to rise and her benefits will eventually start to fall. Maggie should immediately cease using Matchmaker.com when she has a successful date. With her benefits per hour currently exceeding her costs per hour, Maggie is at the optimal level of information. Maggie's use of Matchmaker.com will become subject to diminishing returns to scale as her costs fall. 0000

Uncertain what would be the correct answer

George receives $50 as a birthday gift. In deciding how to spend the money, he narrows his options down to four choices: A, B, C, and D. Each option costs $50, but George values each option differently. Finally, he decides on C. What is the opportunity cost of C? $50 $100 the value to him of options A, B, and D combined the value to him of the option he would have chosen if C was not available

The following table shows how much utility Taran gets from watching his favorite teams, measured in "utils" (units of satisfaction). Team Manchester United Seattle Kraken Seattle Mariners. Seattle Seahawks Seattle Sounders. Seattle Storm Utils 68 81 78 64 72 86 Suppose Taran can only watch one of his favorite teams play. Assuming the cost to watch each team is the same, which team will Taran choose to watch?

Suppose an insurance company wants to charge a very healthy individual a premium of $1,200 a year for health coverage. It also wants to charge a less healthy individual a premium of $3,600 a year for health coverage. It is seeking to ascertain from any given customer information regarding his/her health by asking for several pieces of health-related information, such as doctor assessments of the person’s health, history of health-related problems, etc.  The opportunity cost of a very healthy person securing a health report is $250 and the opportunity cost of a less healthy person securing a health report is $650. Of the choices below, how many reports should the company request to best ensure its paying the right premium to the right person? Reconsider the previous health insurance question.  Of the choices below, which one is closest to the spread between the minimum possible number of reports and the maximum possible reports to achieve the company’s desired outcome? Reconsider again…

Case No. 1 Emma likes to call her friend regularly during the month, but he lives abroad. A call costs him $5/minute. The psychological benefit (measured in dollars) of the first 100 minutes of call is $10/minute, that of the next 100 minutes, $5/minute, that of the next 100 minutes, $2.5/minute and finally, that of the next 100 minutes, also $2.5/minute. A) If Emma calls her friend 100 minutes a month, does she make a net gain? B) What is the number of call minutes per month that maximizes Emma's satisfaction? C) If we use Emma's monetary measure of satisfaction, what is the amount of her satisfaction? D) What should be the price per minute of a call for Emma to be at the maximum satisfaction by choosing to call 400 minutes per month?

Question 3 A certain household comprises of a couple, Adam (A) and Betty (B). They have lexicographic preferences over two goods G1 and G2 - A wants to consume as much of G1 as possible, before moving on to G2 whereas, for B, it is the opposite, she wants to consume as much of G2 as possible before moving on to G1.¹ Given their varying preferences, they decide to shop separately, after dividing the household income equally. The household income is $8. One difference to the usual setting - there are government restrictions in place so that no individual is allowed to buy more than two units of either good. Hint: Do not use mathematical brute force (like Calculus) to solve this problem. A simple diagram with appropriate budget lines, etc. should suffice. 1) Suppose prices are p= (P₁, P2) = (1,2). Denote the optimal choice of A and B as a= b= (b₁,b₂) respectively. Solve for a and b. (a1, a2) and