Linear Programming

Question 1

Let x represent the number of chairs and y represent the number of sofas. Choose the function that represents the manufacturer’s profit, P.

Revolt · Accepted Answer

P = 50x + 80y

Question 2

The manufacturer can earn a maximum profit of by producing chairs and sofas.

Revolt · Accepted Answer

6

Question 3

✔ 546660750

Revolt · Accepted Answer

✔ 546; The minimum cost is $ and occurs at .: 546; The minimum cost is $ and occurs at .: (18, 6)

Question 4

(0, 30) ✔ (18, 6)(25, 3)(30, 0)

Revolt · Accepted Answer

✔ (18, 6)

Question 5

$

Revolt · Accepted Answer

840; You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.: 840; You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.: 3,000; You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.: 6,000; You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.: 7,000

Question 6

You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.

Revolt · Accepted Answer

3,000

Question 7

You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.

Revolt · Accepted Answer

6,000

Question 8

You can earn a maximum profit of by investing $ in stock A, $ in stock B, and $ in stock C.

Revolt · Accepted Answer

7,000

Question 9

$

Revolt · Accepted Answer

1,260; The manufacturer can earn a maximum profit of by producing chairs and sofas.: X 1,200; The manufacturer can earn a maximum profit of by producing chairs and sofas.: X 12; The manufacturer can earn a maximum profit of by producing chairs and sofas.: 12

Question 10

The manufacturer can earn a maximum profit of by producing chairs and sofas.

Revolt · Accepted Answer

12

Linear Programming Answers

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