A) a candy company produces 2 varieties of candy, A and B, for which the constant average
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A) a candy company produces 2 varieties of candy, A and B, for which the constant average costs of production are 60 and 70 (cents per lb), respectively. The demand functions for A and B are given by:
qA=5(pB-pA) and qB=500+5(pA-2pB)
find the selling prices pA and pB that maximize the company's profit
B) repeat A if the constant costs of production of A and B are a and b (cents per lb), respectively
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