Create a graph with X on the horizontal axis and Y on the vertical axis. The equation of the budget constraint is: 5X + 10Y = 500 We can rearrange this to solve for Y: Y = (500 - 5X)/10 b. Plot a graph with the point (50, 25), where they spend half their income on each good. c. If the household income doubles to Rs. 1,000, the new budget constraint would be: 5X + 10Y = 1000 Rearranging for Y: Y = (1000 - 5X)/10 d. If after the change the household spends Rs. 200 on Y and Rs. 800 on X, we can plug these values into the budget constraint to solve for X and Y: 5X + 10Y = 1000 5(800) + 10(200) = 1000 This equation is not satisfied, so we can conclude that the household cannot spend Rs. 800 on X and Rs. 200 on Y with the new budget constraint.
a. Create a graph with X on the horizontal axis and Y on the vertical axis. The equation of the budget constraint is: 5X + 10Y = 500 We can rearrange this to solve for Y: Y = (500 - 5X)/10
b. Plot a graph with the point (50, 25), where they spend half their income on each good.
c. If the household income doubles to Rs. 1,000, the new budget constraint would be: 5X + 10Y = 1000 Rearranging for Y: Y = (1000 - 5X)/10 d. If after the change the household spends Rs. 200 on Y and Rs. 800 on X, we can plug these values into the budget constraint to solve for X and Y: 5X + 10Y = 1000 5(800) + 10(200) = 1000 This equation is not satisfied, so we can conclude that the household cannot spend Rs. 800 on X and Rs. 200 on Y with the new budget constraint.
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