Respuesta :
Answer:
75%
Step-by-step explanation:
- To know the answer, you should take into account that, 70 equals 1,75 times 40.
- This is because[tex]\frac{70}{40}=1,75[/tex] .
- Then, if 70 equals 1,75 times 40, it is 0,75 = 75% greater than 40.
Percent increase in the numbers of cars washed is 75%
Step-by-step explanation:
Given:
Number of cars washed in First weekend by the students =40 cars
Number of cars washed in second weekend by the students= 70 cars
To Find:
Percentage of increase in the number of car washed=?
Solution:
we know that
Percentage Increase=Final Value−Starting Value|Starting Value x 100
According to our question
[tex]\text{Percentage Increase in cars }= \frac{\text{cars washed in second week} -\text{cars washed in first week}}{\text{cars washed in the first weekend}}\times 100[/tex]
Substituting the values,
percentage of increase in the cars =[tex]\frac{70-40}{40}\times100[/tex]
percentage of increase in the cars =[tex]\frac{30}{40}\times100[/tex]
percentage of increase in the cars =[tex]0.75\times100[/tex]
percentage of increase in the cars =75