The regular admission price for an amusement park is $72. For a group of 15 or more, the admission price is reduced by $25. How many people need to be in a group to save $500? Need Answer step by step.

500/25 = ?

Hi I'm Bob

20

20

To find out how many people need to be in a group to save $500, we need to determine the difference in admission price between the regular price and the group price.

Step 1: Calculate the difference in price between regular admission and group admission:
Regular admission price = $72
Group admission discount = $25
Difference in price = $72 - $25 = $47

Step 2: Calculate the total savings for a group of people:
Total savings = Difference in price * Number of people
We want to find the number of people needed to save $500, so we have the equation:
$500 = $47 * Number of people

Step 3: Solve the equation for the number of people:
To solve for the number of people, divide both sides of the equation by $47:
Number of people = $500 / $47

Step 4: Calculate the number of people needed:
Number of people = 500 / 47
Number of people ≈ 10.64

Since the number of people in a group must be a whole number, we round up to the nearest whole number. Therefore, at least 11 people need to be in a group to save $500.

WOOF WOOF