Math, asked by mjmajor6, 9 months ago

The school hiking club had a car wash on Saturday and Sunday. The students washed 30% of the cars on Saturday. If they washed 24 cars on Saturday, how many cars did they wash on both days?

Answers

Answered by Anonymous
36

Let the total number of cars washed on both days be M.

Given that, the students washed 30% of the cars on Saturday.

Means, 30% of total cars.

→ 30% of M

→ 30/100 × M

→ 3M/10

Also given that, the students washed 24 cars on Saturday.

Let us assume that the students washed N number of cars.

So, N = 24

N = 3M/10

Substitute value of N above

→ 24 = 3M/10

→ 24*10 = 3M

→ 240 = 3M

→ 240/3 = M

80 = M

Therefore,

They washed total 80 cars on both days.

Answered by rajsingh24
75

QUESTION :-

The school hiking club had a car wash on Saturday and Sunday. The students washed 30% of the cars on Saturday. If they washed 24 cars on Saturday, how many cars did they wash on both days?

SOLUTION :-

➠ let the numbers of cars washed on both days be R.

➠ cars washed on Saturday is 30% of total car washed. ( given)

➠ So, car washed on Saturday,

➠ n = 30% of n= 3/10R.

➠ °.° cars washed on Saturday is given as 24.

➠ since, n = 24

➠ 3/10 R = 24

➠ 3 R = 24 × 10

R = 240/3

R = 80

SO, 80 cars were washed on both days.

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