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While sketching the indifference curve for a perfect complement utility function, say u(x.y) = min(2x,x+y), is it necessary to equate the arguments of the function, and say that the indifference curves are Lshaped, with their vertices lying along the resulting line ? Or is there some other method to follow ? I followed a slightly more analytical method, and the ICs I got were not L-shaped at all.Hence, my confusion. What is the actual procedure ?
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