Illustrate with Example: According to law of diminishing marginal utility, as you consume more and more units of a commodity, total utility would go on increasing, but at a diminishing rate.

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

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…

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Refer to the following table. Suppose strawberries cost $1 and apples cost $2. SHow all the formulas used and your calculations. What is marginal utility (MU) of the 3rd apple? What is marginal utility (MU) of 6th strawberry? What is the marginal utility per dollar spent on the 3th apple? What is the marginal utility per dollar spent on the 6th strawberry? Which of the combinations of strawberries and apples satisfies the following rule? How do you know?

Which of the following statement is TRUE Group of answer choices As the consumption of a good increases, marginal utility rises, but total utility falls. As the consumption of a good increases, total utility falls and marginal utility falls. As the consumption of a good increases, total utility rises, but marginal utility falls.

Two students, Nick and Sofia, are discussing normal and inferior goods. Nick says that if Frodo buys more beer when the price of beer goes up, then beer must be an inferior good for Frodo. If, on the other hand, he buys less beer when the price of beer goes up, then beer must be a normal good for Frodo. Sofia disagrees: "Normal and inferior goods are about income changes, not price changes. Therefore, we do not have enough information: beer could be an inferior or normal good in either of these cases." Do you agree or disagree? Carefully explain your point of view. Support your argument with graphs of income, substitution and total effects (please put beer on the horizontal axis and the other goods on the vertical axis). Please assume that Frodo's preferences over beer and other goods are strictly convex and satisfy "more is better" assumption.

QUESTION 4 Linguini and Colette consume only éclair (x,) and profiterole (x2). Linguini has utility function UA = x4x4 and Colette has utility function UB = 2xfx. Linguini is endowed with 10 éclair (x,) and 3 profiterole (x), while Colette is endowed with 20 éclair (x,) and 9 profiterole (x2). (a) Draw an Edgeworth box with x, on the horizontal axis and x, on the vertical axis. Position Linguini on the bottom left corner and Colette on the top right comer. Indicate the total number of units of x, and x2. Label the endowment allocation. (b) Derive the equation of the contract curve, ie., find x(x). In your graph in (a), draw the contract curve.