Answer the question on the basis of the following total utility data for products L and M. Assume that the prices of L and M are $1.5 and $3, respectively, and that the consumer's income is $18   Units of L Total Utility Units of M Total Utility 1 9 1 16 2 15 2 28 3 18 3 36 4 20 4 40 5 21 5 42   What level of total utility does the rational consumer realize in equilibrium?   Multiple Choice   182 utils   63 utils   60 utils   51 utils

Jesse has a budget of $16 to spend on either ice cream or cookies at the movie theater. A scoop of ice cream costs $4 while cookies costs $2. Use the table below to identify the utility maximizing quantity of ice cream and cookies given Jesse’s budget constraint. HINT: Use utility maximizing  formula, MU1/P1 = MU2/P2 Ice cream (Quantity) Total Utility Cookies (Quantity) Total Utility 1 8 1 20 2 12 2 35 3 24 3 56 4 30 4 60 5 32 5 62 6 35 6 68 Group of answer choices 2 ice cream and 4 cookies 1 ice cream and 5 cookies 3 ice cream and 6 cookies

Carol has very weird preferences. She only cares about quantity. When evaluating a bundle, Carol only looks at the highest amount of a good she can consume in each bundle, regardless of whether it is of eggs or dumplings. She is indifferent between two bundles only when the largest consumption of a good within each bundle is the same across bundles. So, for instance, if a bundle offers 5 eggs and 1 dumpling she finds that bundle indifferent to a bundle offering 4 eggs and 5 dumplings. These preferences are transitive. But are they monotone? And convex?

The tables show the utility Parker experienced from consuming varying quantities of waffles and pancakes. Assume that waffles cost $2.00 each, pancakes cost $1.00 each, and that Parker has $8.00 to spend on these two goods. Since Parker cannot afford more than four waffles or eight pancakes, the utility is given only for quantities smaller than these. Quantity of waffles Total utility of waffles Marginal utility of waffles 1 100 100 2 180 80 3 240 60 4 270 30 Quantity of pancakes Total utility of pancakes Marginal utility of pancakes 1 40 40 2 70 30 3 90 20 4 105 15 5 115 10 6 120 5 7 123 3 8 125 2 Given his budget constraint, determine what quantities of waffles and pancakes Parker will consume to maximize utility. quantity of waffles:   waffleswaffles quantity of pancakes:   pancakes

If marginal utility is declining but still positive, total utility is increasing.  True or false and explain

Refer to the following figure. Marginal Utility Marginal Utility (A) Avocados per week (C) Avocados per week Marginal Utility (B) Avocados per week Marginal Utility (D) Avocados per week Geri likes avocados; each additional avocado she consumes adds as much to her total utility as did the previous one. Which of the four graphs best represents Geri's marginal utility curve for avocados?

Tom has a budget of $44 per week that he can spend on Ramen and/or steak burritos. Each burrito costs $10 and each bowl of Ramen is $6.  Using the table below, what combination of these two goods will maximize Tom’s utility given his budget constraint?

Assume that the price of oranges is $2 and the price of starfruit is $1.  You have $10 of income to spend on both goods, and you intend to spend the entire amount.  Note that MU stands for marginal utility. Q of oranges       MU from oranges       Q of starfruit       MU of starfruit          1                           $20                             1                         $12          2                             16                             2                           10          3                             12                             3                             8          4                              8                              4                             6          5                              4                              5                             4          6                              0                              6                             2 To maximize total utility, you would consume _____ oranges and _____ starfruit.   Question 25…

CS 11  Economics

3. Consider the following utility function: U = 5 x1 + 2 x2 Also consider the following bundles: A=(6, 6) B=(8, 4) C=(4,11) D=(7, 9) E=(9, 3) If x1=20, how much of x2 does the consumer has to consume to obtain a utility level of 150?   50   300   170   25