Respuesta :
You can make an equation to solve this, but establishing knowns, unknowns, and relationships.
# in spring wash = x
# in summer = x + 14
Total Washes = 96
we know:
total = summer + spring
96 = (x) + (x + 14)
96 = 2x + 14
82 = 2x
"x" = 41
# in spring wash = x
# in summer = x + 14
Total Washes = 96
we know:
total = summer + spring
96 = (x) + (x + 14)
96 = 2x + 14
82 = 2x
"x" = 41
The total number of car washes in spring is 41 and the total number of car washes in summer is 55 and this can be determined by forming the linear equation in one variable.
Given :
- During the spring car wash, the activities club washed 14 fewer cars than during the summer car wash.
- They washed a total of 96 cars during both car washes.
Let the total number of car washes in spring be 'x' then as per the given data the total number of car washes in summer will be (x + 14).
The total number of cars washes in summer and spring together will be:
x + x + 14 = 96
2x + 14 = 96
2x = 82
x = 41
So, the total number of car washes in spring is 41 and the total number of car washes in summer is 55.
For more information, refer to the link given below:
https://brainly.com/question/22122594