Assume that you only buy two goods, fish and Fanta soda. You are analyzing your personal consumption for the two goods. Assume that you have a weekl budget of $80, fish costs $5 per Ib and Fanta costs $2 a soda. a. Draw your budget line with Fanta on the y-axis. Calculate the x and y intercepts as well as the slope of the budget line. Include your personal indifference curve to show your optimal consumption between the two goods (assume that your indifference curve is such that you consume positive values of each good).

Exploring Economics
8th Edition
ISBN:9781544336329
Author:Robert L. Sexton
Publisher:Robert L. Sexton
Chapter10: Consumer Choice Theory
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Assume that you only buy two goods, fish and Fanta soda. You are analyzing
your personal consumption for the two goods. Assume that you have a weekly
budget of $80, fish costs $5 per Ib and Fanta costs $2 a soda.
a. Draw your budget line with Fanta on the y-axis. Calculate the x and y
intercepts as well as the slope of the budget line. Include your personal
indifference curve to show your optimal consumption between the two goods
(assume that your indifference curve is such that you consume positive values
of each good).
3. Assume that the price of fish falls from $5 per Ib to $4 per Ib. On a new
graph draw the change in price along with the new intercept(s) and new
optimal consumption point.
Transcribed Image Text:Assume that you only buy two goods, fish and Fanta soda. You are analyzing your personal consumption for the two goods. Assume that you have a weekly budget of $80, fish costs $5 per Ib and Fanta costs $2 a soda. a. Draw your budget line with Fanta on the y-axis. Calculate the x and y intercepts as well as the slope of the budget line. Include your personal indifference curve to show your optimal consumption between the two goods (assume that your indifference curve is such that you consume positive values of each good). 3. Assume that the price of fish falls from $5 per Ib to $4 per Ib. On a new graph draw the change in price along with the new intercept(s) and new optimal consumption point.
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