Question

11. A pottery can make B bowls and P plates in a week according to the relation 2B + SB + 25P = 525 (a) If it makes five bowls, how many plates can it make in a week? (b) What is the maximum number of bowls that it can produce in a week?​

Answer 1

Ответ:

стле

Пошаговое объяснение:

Answer 2

To solve this problem, we can use the given relation 2B + 5B + 25P = 525.

(a) If the pottery makes five bowls, we can substitute 5 for B in the relation and solve for P: 2(5) + 5(5) + 25P = 525 10 + 25 + 25P = 525 35 + 25P = 525 25P = 525 - 35 25P = 490 P = 490 / 25 P = 19.6

So, the pottery can make 19.6 plates in a week. Since it can't make a fraction of a plate, the closest whole number is 20.

(b) To find the maximum number of bowls that it can produce in a week, we can set the number of plates to zero and solve for B: 2B + 5B + 25(0) = 525 7B = 525 B = 525 / 7 B = 75

So, the maximum number of bowls that the pottery can produce in a week is 75.