1 game (x) = 2.50
1 ride (y) = 3.50
5x + 7y
5(2.50) + 7(3.50)
12.50 + 24.50
37
Ellie would have to pay $37 to play 5 games and go on 7 rides.
Hope this helps!! :)
Answer:
$37
Step-by-step explanation:
You are given the prices of the games and the rides.
First you find the games. Since there are 5 games, you do 2.50 * 5. This gives you 12.5. She would have to have $12.50 to spend.
Next, you do the rides. There are 7 rides, each for 3.50, so you do 3.50 * 7, giving you 24.50. She would have to have $24.50 to spend on rides.
Now the question asks how much she would have to pay to do both. This means you add your values:
12.5 + 24.5 = $37.
Answer:
After 4 months total cost of each health club would be the same that is $74.
Step-by-step explanation:
Let x represent number of months.
We have been given that Club A offers membership for a fee of $14 plus a monthly fee of $15.
The total cost of using Club A for x months would be .
We have been given that Club B offers membership for a fee of $18 plus a monthly fee of $14.
The total cost of using Club B for x months would be .
Let us equate both equations to find number of months, when both health clubs cost would be same.
Therefore, after 4 months the total cost of each health club would be the same.
The total cost of using Club A:
The total cost of using Club B:
Therefore, the total cost for each club would be $74.