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)
The pair of linear equations that model this situation are:
For Bowl-O-Rama: C = 5g + 4
For Bowling Pinz: C = 4g + 8
Let's use the variables C1 and C2 to represent the cost of bowling at Bowl-O-Rama and Bowling Pinz, respectively. And let's use the variable g to represent the number of games bowled.
The cost C1 to bowl at Bowl-O-Rama is $5 per game plus $4 for shoe rental. So the equation can be written as:
C1 = 5g + 4
The cost C2 to bowl at Bowling Pinz is $4 per game plus $8 for shoe rental. So the equation can be written as:
C2 = 4g + 8
Therefore, the pair of linear equations that model this situation are:
C1 = 5g + 4
C2 = 4g + 8
To write the pair of linear equations that model this situation, let's assign variables to the unknowns:
Let's use:
C1 = cost of bowling at Bowl-O-Rama
C2 = cost of bowling at Bowling Pinz
g = number of games bowled
The given information tells us that the cost at Bowl-O-Rama is $5 per game plus $4 for shoe rental. Therefore, the equation for the cost at Bowl-O-Rama, C1, becomes:
C1 = 5g + 4
Similarly, the cost at Bowling Pinz is $4 per game plus $8 for shoe rental. Hence, the equation for the cost at Bowling Pinz, C2, becomes:
C2 = 4g + 8
Therefore, the pair of linear equations that model this situation is:
C1 = 5g + 4
C2 = 4g + 8