Question

a sum of the money is divided into the two persons in the ratio 3:7 if share one person is 210 more than other one find the sum​

Answer 1

Answer:

525

Step-by-step explanation:

Let x be constant

According to question,

=> 3/7=x/x+210

=> 3(x+210)=7x

=> 3x+630=7x

=> 4x=630

=> x=157.5

and also,

The second part =x+210=157.5+210=367.5

and hence , the sum is 157.5+367.5=525

Answer 2

CORRECT QUESTION

A sum of money is divided into two person in the ratio 3:7. If the share of one person is 210 more than the other one, find the sum.

★ᏀᏆᏙᎬΝ:-

• $\text{Ratio of the money divided.}$
• $\text{Share of .}$

★Ꭲᝪ ᖴᏆᑎᗞ:-

$\text{The sum.}$

★ន០ɭ⩏Ƭɨ០⩎:-

$\text{Let the ratio of both of them be 3x and 7x.}$

Here, we can clearly see that 7x is more than 3x.

It means the person with more sum of money will be the one who's share is 7x.

We can also conclude that 210 added to 3x will result in 7x as 7x is 210 more than 3x.

Therefore,

$\text{3x + 210 = 7x}$

$\implies \text{210 = 7x - 3x}$

$\implies \text{210 = 4x}$

$\implies x = \dfrac{210}{4} = 52.5$

$\text{x = 52.5}$

_______________

The sum of money will be

$\text{3x + 7x}$

$\text{10x}$

x is equal to 52.5

10x = 52.5 × 10 = 525

___________________

Therefore, the sum of money is 525.

Hope it helps.