Question

Sum of two number is 45 and the greater number is twice the smaller number. find the number?​

Answer 1

Answer:

15 is the smaller no. and 30 is the greater no.

Step-by-step explanation:

I think it will help u

Answer 2

Answer:

Given :

$\textsf{Sum of two number = 45}$

$\textsf{If smaller number is twice than greater number}$

To find :

$\textsf{To find the number }$

Concept :

Let the numbers be x .

So , let the greater number be 2x and the smaller number be x . Now , the equation will be form like this -:

$\sf{\boxed{x+2x=45}}$

Solution :

$\sf{:\implies{x+2x=45}}$

$\sf{:\implies{3x=45}}$

$\sf{:\implies{x=\dfrac{\cancel{45}}{\cancel{3}}}}$

$\sf{:\implies{x=15}}$

So , the smaller number is 15 .

To find greater number just multiply it with 2 .

So , greater number :

$\sf{:\implies{15\times2}}$

$\sf{:\implies{30}}$

So , the greater number is 30 .

Verification :

To verify the answer just do sum of smaller and the greater number . If the answer will come 45 . Then , the answer will be verified.

$\sf{\implies{15+30}}$

$\sf{\implies{45}}$

So , the answer has came 45 .

Hence , the answer is verified .

Answer :

Smaller number = 15

Greater number = 30