Let:
C = Total cost
b = price for the shoe rentals = $15
g = Number of games
a = Price of each game = $4
a)
[tex]\begin{gathered} C=ag+b \\ C=4g+15 \\ Where\colon \\ m=slope=4 \\ b=y-intercept=15_{} \end{gathered}[/tex]
b) Since:
[tex]m=4>0[/tex]
The slope represents an increase in cost.
c) The y-intercept represents the $15 cost up front
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Answer:
Blank 1:
[tex]C=4g+15[/tex]
Blank 2:
The slope represents an increase in cost.
Blank 3:
The y-intercept represents the $15 cost up front
