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(Solved by Expert Tutors)Suppose an individual spends her income on goods X and Y. If her inc
Suppose an individual spends her income on goods X and Y. If her income is $200, the price of good X is PX = $2, and the price of good Y is PY = $4, then the algebraic expression for her budget constraint is:
| Y = 50 - 0.5X |
| Y = 100 - 0.5X |
| Y = 200 - 0.5X |
| Y = 50 - 2X |
| Y = 100 - 2X |
| Y = 200 - 2X |
Suppose a consumer has an income of $40 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 individuals budget constraint?
| 4X and 12Y |
| 12X and 6Y |
| 16X and 6Y |
| 8X and 12Y |
| 8X and 16Y |
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STATUSAnswered
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DATE ANSWEREDApr 19, 2020
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