Math, asked by Adheeshjoshi, 1 year ago

Divide RS 1775 into three parts such that the second part is 4/5 of the first and the ratio between the first and the third is 4:7.

Answers

Answered by Anonymous
1

Answer:

500 , 400 & 875

Step-by-step explanation:

Let the 1st part be x ; 2nd part will be 4x/5 ;

3rd part will be 1775 - (x +4x/5) = 1775 - 9x/5 = 8875-9x/5

Ratio between 1st part and 3rd part is 4:7. So,

x / (8875-9x)/5 = 4/7

5x / (8875-9x) = 4/7

35x = 35500 - 36x

71x = 35500

x = 500

2nd part = 4 *500 / 5 = 400


3rd part = 1775 - (500 + 400) = 875


...

Answered by Anonymous
1

Answer:

500,400,875

Step-by-step explanation:

Let the first part be 'x'.

It is said that the second part is (4/5) of the first.

So, the second part = (4x/5).

Then, the third part = 1775 - (x + 4x/5)

= (8875 - 9x)/5.

It is said the the ratio between the first and the third is 4:7

⇒ (x)/(8775 - 9x)/5 = 4/7

⇒ (5x/8775 - 9x) = 4/7

⇒ 35x = 35500 - 36x

⇒ 71x = 35500

⇒ x = 500.


Second part:

(4/5) x = (4/5) * 500

          = 400.


Third part:

(8775 - 9x)/5

= (8775 - 4500)/5

= 875.


Therefore,

First part = 500

Second part = 400

Third part = 875.


Hope it helps you

#Bebrainly

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