The cost, C , to bowl at Bowl-O-Rama is $5 per game, g , plus $4 for shoe rental. The cost, C , to bowl at Bowling Pinz is $4 per game, g , plus $8 for shoe rental. Write the pair of linear equations that model this situation. (1 point)

To represent the costs at both bowling alleys as linear equations, we can use the following formats based on the given information.

For Bowl-O-Rama:

• The cost \( C \) is calculated as $5 per game \( g \) plus $4 for shoe rental.

So, the equation for Bowl-O-Rama is: \[ C = 5g + 4 \]

For Bowling Pinz:

• The cost \( C \) is calculated as $4 per game \( g \) plus $8 for shoe rental.

So, the equation for Bowling Pinz is: \[ C = 4g + 8 \]

In summary, the pair of linear equations that model this situation is:

1. Bowl-O-Rama: \( C = 5g + 4 \)
2. Bowling Pinz: \( C = 4g + 8 \)