Suppose a consumer has an income of $30 that is spent on two goods: X and Y. The price of good X is $3.00 and the price of good Y is $1.00. Which of the following bundles of X and Y lie on the individual's budget constraint?
1. 8X and 6Y
2. 6X and 8Y
3. 8X and 10Y
4. 12X and 4Y
5. 16X and 6Y
Suppose a consumer has an income of $30 that is spent on two goods: X and Y. The price of good X is $3.00 and the price of good Y is $1.00. Which of the following bundles of X and Y lie on the individual's budget constraint?
1. 8X and 6Y
2. 6X and 8Y
3. 8X and 10Y
4. 12X and 4Y
5. 16X and 6Y
Answer verification
Related textbook solutions
Related questions
Assume that an individual consumes two goods, X and Y. The total utility (assumed measurable) of each good is independent of the consumption rate of other goods.
The price of X and Y are respectively $40 and $60. Use the following table of total utilities to answer the following questions.
| Good | Total utility X | Total utility Y |
| 1 | 20 | 45 |
| 2 | 38 | 78 |
| 3 | 54 | 108 |
| 4 | 68 | 135 |
| 5 | 80 | 159 |
| 6 | 90 | 180 |
a. The marginal utility of the fourth unit of Y is__________.
b. The marginal utility of the fifth unit of X is___________.
c. The marginal utility per dollar spent on the third unit of X is__________.
d. The marginal utility per dollar spent on the second unit of Y is__________.
e. If the consumer has $420 to spend, ______ unit of X and _______units of Y maximize utility subject to the budget constraint. Explain.
f. If the consumer has $220 to spend, _______ units of X and_______ units of Y maximize utility subject to the budget constraint. Explain.
g. If the consumer wanted 4 units of X and 6 units of Y, what would have to be his/her budget constraint in order to maximize his/her utility? Explain.
