Respuesta :
game 1 = $5
game 2 = $8
game 3 = $11
game 4 = $14
game 5 = $17
f(g)=3x+2
game 2 = $8
game 3 = $11
game 4 = $14
game 5 = $17
f(g)=3x+2
The cost of up to 5 games and the expression is required.
The table is shown below and the expression is [tex]f(g)=5g+2[/tex]
Let number of games played be [tex]g[/tex]
[tex]f(g)[/tex] be the total cost of the game.
Cost to bowl one game is $3
Cost of shoe is 2$.
The equation of the cost of the game would be
[tex]f(g)=3g+2[/tex]
Number of games Cost
[tex]1[/tex] [tex]f(1)=3\times1+2=5[/tex]
[tex]2[/tex] [tex]f(2)=3\times2+2=8[/tex]
[tex]3[/tex] [tex]f(3)=3\times3+2=11[/tex]
[tex]4[/tex] [tex]f(4)=3\times4+2=14[/tex]
[tex]5[/tex] [tex]f(5)=3\times5+2=17[/tex]
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