Question

number 351 is divided
into two part in the ratio 3 ratio 70find the product of numbers

Answer 1

The answer is given below :

Let, the two numbers are x and (351 - x).

Given that the ratio of the numbers
= 3 : 70

=> x : (351 - x) = 3 : 70

=> x / (351 - x) = 3 / 70

=> 70x = 1053 - 3x

=> 73x = 1053

=> x = 1053 / 73

So, the two parts are

1053 / 70 and (351 - 1053/70)

i.e., 1053/70 and 23517/70

So, the product of the parts

= 1053/70 × 23517/70

= 24763401/4900

Thank you for your question.

Answer 2

Hi friend, Harish here.

Here is your answer:

The ratio in which the number has to be divided is 3 : 70.

Let one part be 3x, The other part be 70x.

Then,

We know that, 

.$Sum\ of\ both\ the\ parts = 351$

⇒ $3 x + 70x=351$

⇒ $73x = 351$

⇒ $x = \frac{351}{73}$

Therefore the parts into which it is divided are:  

$3x = 3\times \frac{351}{73} =\boxed{ \frac{1053}{73}}$

$70x = 70\times \frac{351}{73} =\boxed{ \frac{24570}{73}}$
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Hope my answer is helpful to you.