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A tailor makes two types of garments A and B. Garment A requires 3m of material while B requires 2 ½ m of material. The tailor...

A tailor makes two types of garments A and B. Garment A requires 3m of material while B
requires 2 ½ m of material. The tailor uses not more than 600m of material daily in making both garments. The tailor must make not more than 100 garments of type A and not less than 80 of type B each day.
(a) Write down four inequalities from this information.
b) Draw a graph for the inequalities shading the unwanted regions.
c)If the tailor makes a profit of sh.80 on garment A and a profit of sh. 60 on garment B, how many garments must she make in order to maximize her total profit if all the garments are sold at once.

Answers


Kavungya
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80x + 60y = P
80(100)+ 60 (120) = P
P = 15,200……………..

Kavungya answered the question on September 23, 2019 at 07:20

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