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Khloe is going to the amusement park, where she has to pay a set price of admission and another price for tickets to go on each of the rides. The total amount of money Khloe will spend is given by the equation 
y=22+1.5 x, where 
y represents the total amount of money, in dollars and cents, and 
x represents the number of rides Khloe goes on. What could the number 1.5 represent in the equation?
The change in the total amount of money she will spend for every additional ride she goes on.
The total amount of money Khloe will spend if she goes on 1 ride.
The total amount of money Khloe will spend if she goes on o rides.
The total amount of money Khloe will spend if she goes on 100 rides.

Khloe is going to the amusement park, where she has to pay a set price of admission and another price for tickets to go on each of the rides. The total amount of money Khloe will spend is given by the equation y=22+1.5x y=22+1.5 x , where y y represents the total amount of money, in dollars and cents, and x x represents the number of rides Khloe goes on. What could the number 11.55 represent in the equation?\newlineThe change in the total amount of money she will spend for every additional ride she goes on.\newlineThe total amount of money Khloe will spend if she goes on 11 ride.\newlineThe total amount of money Khloe will spend if she goes on o rides.\newlineThe total amount of money Khloe will spend if she goes on 100100 rides.

Full solution

Q. Khloe is going to the amusement park, where she has to pay a set price of admission and another price for tickets to go on each of the rides. The total amount of money Khloe will spend is given by the equation y=22+1.5x y=22+1.5 x , where y y represents the total amount of money, in dollars and cents, and x x represents the number of rides Khloe goes on. What could the number 11.55 represent in the equation?\newlineThe change in the total amount of money she will spend for every additional ride she goes on.\newlineThe total amount of money Khloe will spend if she goes on 11 ride.\newlineThe total amount of money Khloe will spend if she goes on o rides.\newlineThe total amount of money Khloe will spend if she goes on 100100 rides.
  1. Understand the equation: Understand the equation y=22+1.5xy=22+1.5x. The equation represents the total amount of money Khloe will spend at the amusement park. The number 2222 is the set price of admission, and 1.5x1.5x represents the additional cost for the rides she goes on.
  2. Analyze the options: Analyze the options given in the problem.\newlineWe need to determine what the number 1.51.5 represents in the equation. Let's consider each option:\newline- The change in the total amount of money she will spend for every additional ride she goes on.\newline- The total amount of money Khloe will spend if she goes on 11 ride.\newline- The total amount of money Khloe will spend if she goes on 00 rides.\newline- The total amount of money Khloe will spend if she goes on 100100 rides.
  3. Evaluate option 11: Evaluate the first option.\newlineThe number 1.51.5 is multiplied by the number of rides (xx). This suggests that it is the cost per ride. Therefore, 1.51.5 could represent the change in the total amount of money she will spend for every additional ride she goes on.
  4. Evaluate option 22: Evaluate the second option.\newlineIf Khloe goes on 11 ride (x=1x=1), then the total amount she will spend is y=22+1.5(1)=22+1.5y=22+1.5(1) = 22+1.5. This means she will spend $\$2323.5050 in total, not just $\$11.5050. Therefore, 1.51.5 does not represent the total amount of money Khloe will spend if she goes on 11 ride.
  5. Evaluate option 33: Evaluate the third option.\newlineIf Khloe goes on 00 rides (x=0)(x=0), then the total amount she will spend is y=22+1.5(0)=22+0y=22+1.5(0) = 22+0. This means she will spend $22\$22 in total, which is the set price of admission. Therefore, 1.51.5 does not represent the total amount of money Khloe will spend if she goes on 00 rides.
  6. Evaluate option 44: Evaluate the fourth option.\newlineIf Khloe goes on 100100 rides (x=100x=100), then the total amount she will spend is y=22+1.5(100)=22+150y=22+1.5(100) = 22+150. This means she will spend $172\$172 in total. Therefore, 1.51.5 does not represent the total amount of money Khloe will spend if she goes on 100100 rides.

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