a golf driving range charges a flat fee of $20 to practice and then $5.75 for a bucket of balls. write an equation that models the charges (c) in terms of the number of the of bucket of balls (b) that you use.
20 + 5.75b = c
The equation that models the charges (c) in terms of the number of buckets of balls (b) used is:
c = 20 + 5.75b
In this equation, the constant term, 20, represents the flat fee to practice at the golf driving range. The term 5.75b represents the cost for the number of buckets of balls used, where 5.75 is the cost for each bucket of balls and b represents the number of buckets.
To write an equation that models the charges in terms of the number of buckets of balls used, we need to consider the fixed fee charged for entry to the driving range and the variable fee charged for each bucket of balls used.
Let's break it down:
The flat fee for entry to the driving range is $20, which remains constant regardless of the number of buckets used.
The variable fee for each bucket of balls is $5.75.
So, the equation that models the charges (c) in terms of the number of buckets of balls used (b) can be written as:
c = 20 + 5.75b
Here, "c" represents the total charges, and "b" represents the number of buckets of balls used.
To calculate the total charges, multiply the number of buckets used by the price per bucket ($5.75) and then add the flat fee of $20.