Sandra consumes only hamburgers (good x) and milkshakes (good y). She is indifferent between bundles A = (2,10), B = (6,4) and C = (10,2), which are on the same indifference curve. If MRSx,y (A) > MRSx,y (B) > MRSxy (C) (e.g., 8>2>), how does her indifference curve look like? Sketch this indifference curve using the information about the MRSx,y to make sure that the curvature is accurately depicted. Label your graph. [Hint: Plot the three bundles and then use the definition of MRSxy=-slope IC to depict the shape of the indifference curve passing through these bundles by approximately figuring out how the line tangent to each point would look like (i.e., more or less steep)]

ENGR.ECONOMIC ANALYSIS
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Chapter1: Making Economics Decisions
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Sandra consumes only hamburgers (good x) and milkshakes (good y). She
is indifferent between bundles A = (2,10), B = (6,4) and C = (10,2), which are on the same
indifference curve. If MRSx,y (A) > MRSx,y (B) > MRSx,y (C) (e.g., 8>2>), how does her
indifference curve look like? Sketch this indifference curve using the information about the
MRSx,y to make sure that the curvature is accurately depicted. Label your graph.
[Hint: Plot the three bundles and then use the definition of MRSxy=-slope IC to depict the
shape of the indifference curve passing through these bundles by approximately figuring out how
the line tangent to each point would look like (i.e., more or less steep)]
Transcribed Image Text:Sandra consumes only hamburgers (good x) and milkshakes (good y). She is indifferent between bundles A = (2,10), B = (6,4) and C = (10,2), which are on the same indifference curve. If MRSx,y (A) > MRSx,y (B) > MRSx,y (C) (e.g., 8>2>), how does her indifference curve look like? Sketch this indifference curve using the information about the MRSx,y to make sure that the curvature is accurately depicted. Label your graph. [Hint: Plot the three bundles and then use the definition of MRSxy=-slope IC to depict the shape of the indifference curve passing through these bundles by approximately figuring out how the line tangent to each point would look like (i.e., more or less steep)]
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