Let's set up the equations based on the given information:
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Bowl-O-Rama: The cost \( C \) to bowl at Bowl-O-Rama is given by the formula: \[ C = 5g + 4 \] Here, \( 5g \) represents the cost of bowling \( g \) games at $5 per game, and the additional $4 is for shoe rental.
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Bowling Pinz: The cost \( C \) to bowl at Bowling Pinz is represented by the equation: \[ C = 4g + 8 \] In this case, \( 4g \) signifies the cost of bowling \( g \) games at $4 per game, with an extra $8 for shoe rental.
So the pair of linear equations that model the situation is:
- For Bowl-O-Rama: \( C = 5g + 4 \)
- For Bowling Pinz: \( C = 4g + 8 \)