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Consider a flower shop that uses sunflowers (s) and daisies (d) to produce bouquets. The cost for a sunflower is P, and the c
d) Let q = 200 and Pa = 1. Solve for the long run optimal amount of sunflowers s*(p) and daisies d (p). (3 points)
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solution: Given F(s, d) = 45 + d) q=200 and Pd =). Then long run optimal amount of sunflowers s* (Ps) and daisies d* cps): -min CSPs + d) subject to 200 = 48+ad. Given the equilibrium conditions found are: Cs, d) = (1 o) if Ps < Co, d) of Ps32 Then

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