A club has a budget of $\$350$. It buys one table costing $\$86$ and $n$ chairs costing \(\$32

Question

A club has a budget of $\$350$. It buys one table costing $\$86$ and $n$ chairs costing $\$32$ each. Form and solve an inequality for $n$. Find the greatest number of chairs it can buy. Verify your answer by comparing the costs of that number and one additional chair.

Accepted Answer

(a) $86+32n\leq350$, so $n\leq8.25$; (b) Maximum 8 chairs; (c) Costs $\$342$ and $\$374$.

Linear Equations and Inequalities

Linear Equations and Inequalities

Solution:

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