Linear programming questions | form four Basic Mathematics

(2682) Question Category: Mathematical Calculation

If B1 = { (x, y):x + y < 6, x, y epsilon R} and B2 = { (x, y): x- y < 2, x, y epsilon R}
draw the graphs ofB1 and B2 and shade the area represented by B1cap B2•

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(2683) Question Category: Mathematical Calculation

Write down three inequalities which deflne the shaded area labelled A in the diagram below.

Linear Programming form four mathematics

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(2684) Question Category: Mathematical Calculation

  1. Draw using the same set of axes the following inequalities:

2x+yleq16

x+2yleq11

x+3yleq15

xgeq0

ygeq0

  1. From the graph in (a) find the points which will make the function f(x, y) = 3x + 5y either a maximum or minimum.

Answer / Solution

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(2685) Question Category: Mathematical Calculation

Two tailors A and B spend shs. 15,000/= and shs. 20,000/= per day to make a shirt and a gown respectively. A can stitch 6 shirts and 4 gowns per day while B can stitch 10 shirts and 4 gowns per day. How many days shall each work if it is desired to stitch at least 60 shirts and 32 gowns at a minimum cost?

Answer / Solution

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(2686) Question Category: Mathematical Calculation

Two types of food, A and B, contain 4 and 6 units of protein, and 5 and 3 units of starch per kg respectively. The cost of A is shs. 400.00 per kg. The cost of  B is shs. 500.00 per kg. If the minimum daily intake is 16 units of protein and 11 units of starch, how much food should be bought in order to meet these conditions?

Answer / Solution

UNSOLVED


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