Two arcades charge an entrance fee and a fee per game. at arcade a, the total cosi y (in dollars) of playing 2 games is represented
by the linear function y=0.75.2 + 2. the table shows the total cost for playing i games at arcade b. determine which arcade is
described by each phrase below.
number of games,
0
4
8
12
total cost (dollars), y
8
10
12
14
arcade a
arcade b

higher fee per game
higher entrance fee
higher total cost for 8 games

Part a) Higher fee per game Arcade A

Part b) Higher entrance fee Arcade B

Part c) Higher total cost for 8 games Arcade B

Step-by-step explanation:

Let

x------> the number of games

Arcade A

we have that the linear equation is

The fee per game is $0.75

The entrance fee is $2

The cost for 8 games is equal to

Arcade B

Find the linear equation

Let

Find the slope of the line (fee per game)

The point A is the y-intercept

The linear equation is

so

The fee per game is $0.50

The entrance fee is $8

The cost for 8 games is equal to

therefore

Part a) Higher fee per game Arcade A

Part b) Higher entrance fee Arcade B

Part c) Higher total cost for 8 games Arcade B

17

step-by-step explanation:

51/3=17

thus 17 is your answer.