Question

two number are in the ratioof 5:3 if they are differ by 18 , what are the number​

Answer 1

Answer:

The two numbers are 45 and 27

Step-by-step explanation:

Let us consider the ration of two numbers be x

The two numbers are 5x and 3x

Since two numbers differ by 18, we can write the equation

5x – 3x = 18

2x = 18

x= 9

Therefore the two numbers are

5x = 5 x 9 = 45

and

3x = 3 x 9 = 27

∴ The two numbers are 45 and 27

Answer 2

☆ Given ☆

$\textsf{Two numbers are in the ratio = 5:3}$

$\textsf{They are differ by 18}$

☆ To find ☆

$\textsf{What are the number}$

☆ Taken ☆

Let the ratio be 5x and 3x .

Then , after making it in the form of x the equation will be like this:

$\boxed{N\implies5x-3x=18}$

Here , N are the numbers .

☆ Concept ☆

After when the value of the x will come . Then multiply the value with 5 and 3 . Then , the numbers which will come will be the value of 5:3 .

And after the solution to verify the answer just subtract the value of 5x with the value of 3x . If the answer will be 18 . The solution of this question will be verified .

☆ Solution ☆

$N\implies{5x-3x=18}$

$N\implies{2x=18}$

$N\implies{x=\dfrac{18}{2}}$

$N\implies{x=9}$

So , the value of x is 9 .

Now first the value of 5x :

$N1\implies{5×9}$

$N1\implies{45}$

After that the value of 3x :

$N2\implies{3×9}$

$N2\implies{27}$

So , the value of 5:3 is 45 and 27 respectively.

☆ Verification ☆

To verify just subtract :

$\implies{45-27}$

$\implies{18}$

So , the value has been came is 18 . Which is differ in 5:3 .

Hence , the answer is verified .

☆ Answer ☆

So , the numbers are 45 and 27 .