Question

the tennis coach at brookfield high school is purchasing equipment for the team. he has a budget of no more than $810 to purchase rackets and tennis balls. a large case of tennis balls costs $20, and a racket costs $48. select the inequality in standard form that describes this situation. use the given numbers and the following variables.\\
x = the number of cases of tennis balls\\
y = the number of rackets\\
$20x + 48y \leq 810$\\
$20x + 48y > 810$\\
$20x + 48y < 810$\\
$20x + 48y \geq 810$

Explanation:

Step1: Define total cost

Total cost = $20x + 48y$

Step2: Set budget constraint

Total cost ≤ $810$, so $20x + 48y \leq 810$

Answer:

$20x + 48y \leq 810$