Question

Kelsey went bowling. It cost her a one-time fee of $3.50 to rent shoes, and $6.50 per game she
played. She does not want to spend more than $23.00. Write an inequality that could be used to
determine how many games she can afford to play. Use "g" for the number of games. NO
SPACES. *
(1 Point)

Answer 1

Answer:

$3.50 + 6.5g \leq 23.00$

Step-by-step explanation:

Given

$Base\ Fee = \ 3.50$

$Additional = \ 6.50$ per game

$Maximum = \ 23.00$

Required

Represent as an inequality

Let the number of games be g

Payment for g games would be

$Payment = Base\ Fee + Additional * g$

$Payment = 3.50 + 6.5 * g$

$Payment = 3.50 + 6.5g$

Since, her maximum payment is 23.00;

The inequality would be $3.50 + 6.5g \leq 23.00$