Question: (c) The daily profit function (in RM) from selling x flower bouquets during a convocation ceremony is given by P(x) = -45x + 9x2_* 3

 (c) The daily profit function (in RM) from selling x flowerbouquets during a convocation ceremony is given by P(x) = -45x +9x2_* 3 (i) Determine the number of flower bouquets that should be

(c) The daily profit function (in RM) from selling x flower bouquets during a convocation ceremony is given by P(x) = -45x + 9x2_* 3 (i) Determine the number of flower bouquets that should be sold daily in order to maximise the profit. (ii) Given that the selling price at maximum profit for each flower bouquet is RM50, determine the total cost at maximum profit. (iii) The marginal cost function is given by ac dx =4x -9. Show that the cost function is C(x) = 2x2 - 9x + 210.\f\f

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