Raheem makes baskets and mats. Each week he makes $$\(x\)$$ baskets and $$\(y\)$$ mats. He makes fewer than 10 mats. The number of mats he makes is greater than or equal to the number of baskets he makes. He takes $$\(2 \frac{1}{4}\)$$ hours to make a basket and $$\(1 \frac{1}{2}\)$$ hours to make a mat. Each week he works for a maximum of $$\(22.5\)$$ hours. Show that $$\(3 x+2 y \leqslant 30\)$$.
Exam No:0580_s20_qp_41 Year:2020 Question No:6(b)
Answer:
\(2.25 x+1.5 y \leqslant 22.5\) oe
One step shown to
\(3 x+2 y \leq 30\)
One step shown to
\(3 x+2 y \leq 30\)
Knowledge points:
E2.6 Represent inequalities graphically and use this representation to solve simple linear programming problems. (The conventions of using broken lines for strict inequalities and shading unwanted regions will be expected.)
Solution:
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