Bowling costs $4.50 per game (g). Shoe rental costs $3.75 each. The total cost is a function of the number of games. What function rule models the total cost of games and shoe rental? Evaluate the function for three games. A. C(g) = 3.75g + 4.50; g is the number of games; C(g) represents the total cost. For 3 games, the cost is $15.75. B. C(g) = 3.75g + 4.50; g is total cost; C(g) represents number of games. For 3 games, the cost is $15.75. C. C(g) = 4.50g + 3.75; g is the number of games; C(g) represents the total cost. For 3 games, the cost is $17.25. D. C(g) = 4.50g + 3.75; g is total cost; C(g) represents number of games. For 3 games, the cost is $17.25.

Respuesta :

Answer:

C. C(g) = 4.50g + 3.75; g is the number of games; C(g) represents the total cost. For 3 games, the cost is $17.25.

Step-by-step explanation:

Given data

Bowling costs= $4.50 per game

Shoe rental costs= $3.75 each.

and the number of games be g

let the total cost be represented by the function C(g)

C(g)=4.5g+3.75

given that the number of games is 3

C(3)=4.5(3)+3.75

C(3)=13.5+3.75

C(3)=17.25

The total cost is $17.25