Question

Consider a flower shop that uses sunflowers (s) and daisies (d) to produce bouquets. The cost for a sunflower is Ps and the cost for a daisy is Pd. The quantity of bouquets is q. The flower shop sees these flowers as perfect substitutes such that bouquets are produced as: F(s,d) = 4s+2d

Answer 1

1 where im F(s. d) = 45 + 2d, he als Now, the problem is to minimize cost, and he our information (s) and (d) are perfect substitutes so we can replace (d) with s. & F (s ,d) = 4x1 = 4 and minimum Cost = 1:58