Math, asked by TrijitAdhikary7372, 6 months ago

The ratio pf balls in three boxes is -:8:9.In what ratio should the balls in the second and third boxes be increased ,so that the final ratio becomes 1:3:4?

Answers

Answered by deepande88
0

Answer:

hey!

Step-by-step explanation:

Given: The ratio of balls in three boxes is 6:8:9.

Find: In what ratio should the balls in the second and third boxes be increased, so that the final ratio becomes

1:3:4?​

Solution:  

To change the ratio to 1:3:4, the given ratio will have to change to 6:18:24.

So the second box should contain 18 balls and third box should contain 24 balls.

Since the second box has 8 balls, we need to add 10 balls to it.

Since the third box has 9 balls, we need to add 15 balls to it.  

So, the ratio in which the balls in the second and third boxes be increased =  10:15 = 2:3. MARK AS BRAINLEIST!  PLEASE! AT LEAST RATE FOR SURE!

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