Question

The budget constraint of a consumer shows the maximum amount of each product that a consumer...

The budget constraint of a consumer shows the maximum amount of each product that a consumer can afford.

Ture or False?

Homework Answers

Answer #1

the given statement is true in this is because budget constraint is usually represented on a graph with two Axis where when one intercept is zero it represents the maximum amount of other good you can purchase at your budget and for instance consider two goods apple and orange and you plot it on a budget curve with the budget constraint it gives your income and the price of apple and orange where when you consume 0 oranges at the budget you can get the maximum amount of Apples that can be consumed.

Therefore (True) is the answer to this question

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
The vertical (Y-axis) intercept of a consumer's budget constraint reflects: I. the maximum amount of the...
The vertical (Y-axis) intercept of a consumer's budget constraint reflects: I. the maximum amount of the Y good the consumer is able to consume, given she spends all her income on good Y II. the ratio of the consumer's income to the price of the Y good III. the ratio of the price of the X good to the price of good Y IV. the ratio of the consumer's income to the price of the X good Select one: a....
Suppose you are given the following equation for a budget constraint:                               &nbs
Suppose you are given the following equation for a budget constraint:                                     Good Y = -6*Good X + 600             Answer each question. Show your work.             a) If the price per unit of Good Y is $2, what must be the price of Good X? (3 points)             b) What is the maximum amount of Good X this consumer would be able to purchase?                           (2 points)             c) If this consumer purchases 15 units of Good Y,...
Given is the Total Utility Function along with Budget Constraint:                               &nbs
Given is the Total Utility Function along with Budget Constraint:                                                  Utility Function:                                 U (X, Y) = X0.2Y0.3 Budget Constraint:                             I = XPx + Y Py What is the consumer’s marginal utility for X and for Y? Suppose the price of X is equal to 4 and the price of Y equal to 6. What is the utility maximizing proportion of X and Y in his consumption? {construct the budget constraint) If the total amount of money he is...
For the following scenario, draw a graph of the budget constraint before and after the change...
For the following scenario, draw a graph of the budget constraint before and after the change and explain what happens to the slope as well as the maximum possible amount of X1 and X2 the consumer can purchase. You may have to consider cases where the effects are uncertain. If you find such cases, split them into various possibilities and present them separately. P1 decreases 5% and I increase 10% P2 decreases. I decreases 10%. P1 increases
11.he indifference curve that is tangent to the budget constraint on the Budget Constraint model shows...
11.he indifference curve that is tangent to the budget constraint on the Budget Constraint model shows the quantity of the two goods that the consumer would maximize utility from their consumption. A.True. B.False. 12.Susan, a student, budgets $20.00 for lunch for the week. Susan can buy 4 burger meals if she buys zero taco meals. What is the price of a burger meal for Susan? A. $1.00 B. $2.00 C. $3.00 D. $4.00 E. $5.00 13. To determine the utility...
Using the model I have provided below: a. Draw a new budget constraint that reflects the...
Using the model I have provided below: a. Draw a new budget constraint that reflects the change in price of gasoline from the previous example. Note that I will not be looking for an exact change in the budget constraint, but the direction that you move the budget constraint and with a rationale for the movement. b. Place a new indifference curve in the model to show a new equilibrium for the consumer or a point on the budget constraint...
1. A consumer has the utility function U = min(2X, 5Y ). The budget constraint isPXX+PYY...
1. A consumer has the utility function U = min(2X, 5Y ). The budget constraint isPXX+PYY =I. (a) Given the consumer’s utility function, how does the consumer view these two goods? In other words, are they perfect substitutes, perfect complements, or are somewhat substitutable? (2 points) (b) Solve for the consumer’s demand functions, X∗ and Y ∗. (5 points) (c) Assume PX = 3, PY = 2, and I = 200. What is the consumer’s optimal bundle? (2 points) 2....
A total cost curve shows the largest amount of a product a firm can produce with...
A total cost curve shows the largest amount of a product a firm can produce with a minimum cost. True or False
A​ consumer's budget constraint refers to the collection of all possible bundles that​ ___________. A. a...
A​ consumer's budget constraint refers to the collection of all possible bundles that​ ___________. A. a consumer finds suitable for possible purchase. B. a consumer can purchasea consumer can purchase with her income C. give the consumer the same degree of satisfaction. D. exactly exhaustexactly exhaust a consumer's entire budget. A decrease in a​ consumer's income causes her budget constraint to encompass________ bundles. A. more B. fewer Why does a demand curve with a constant slope not have a constant​...
A consumer has typically shaped indifference curves and budget constraint and is currently spending all her...
A consumer has typically shaped indifference curves and budget constraint and is currently spending all her income. She is consuming a bundle of goods such that her MRSXY is greater than PX /PY . This consumer could increase her utility by: a. consuming more of good X and less of good Y b. consuming more of good Y and less of good X c. neither of the above because we can tell she is already maximizing utility because she is...