Math, asked by arunsrivastva2929, 9 months ago


. The Students in three classes are in the
ratio 2:3:5. If 20 students join from
new session in each class, the ratio
changes to 4:5:7. The total number of
students before the increase was?
120
.) 150
) 200
) 100​

Answers

Answered by Anonymous
2

Step-by-step explanation:

There are three classes.

Ratios of the students of three classes are = 2:3:5

Let number of students in first class be 2x

number of students in second class be 3x

number of students in third class be 5x

(According to the question)

20 students are increased in each class and the ratio becomes 4:5:7

so,

1st class = (2x+20) = 4x

2nd class = (3x+20) = 5x

3rd class = (5x+20) = 7x

Students in 1st class = (2x+20) = 4x

=> 20 = 4x-2x

=> 20 = 2x

=> 20/2 = x

=> 10 = x

Students in 2nd class = (3x+20) = 5x

=> 3x+20 = 5x

=> 20 = 5x-3x

=> 20 = 2x

=> 20/2 = x

=> 10 = x

Students in 3rd class = (5x+20) = 7x

=> 5x+20 = 7x

=> 20 = 7x-5x

=> 20 = 2x

=> 20/2 = x

=> 10 = x

Total number of students before 20 were increase tree classes students were in ratio 2:3:5

1st class = 2x = 2*10 = 20

2nd class = 3x = 3*10 = 30

3rd class = 5x = 5*10 = 50

Hence,

1st class = 20 students,

2nd class = 30 students,

3rd class = 50 students.

Answered by sanjusharma567898765
1

Answer:

j sqq k UC am KarlHcf Kathleen

Similar questions