Math, asked by roshan1990, 4 months ago

the sum of two numbers is 35 if one of the number exceed the other by 7 then find the number

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Answers

Answered by Yuseong

Required Solution :

Given:

• The sum of two numbers is 35.

• One of the number exceeds the other by 7.

To calculate:

• The numbers.

Calculation:

Let the one number be x. Therefore, second number becomes (x + 7).

According to the question :

➝ x + x + 7 = 35

( As sum of two numbers is 35.)

➝ 2x + 7 = 35

➝ 2x = 35 - 7

➝ 2x = 28

➝ x = $\dfrac{28}{2}$

➝ x = 14

Therefore, the numbers are:

First number = 14

Second number = (x +7) = 21

= 14 + 7

= 21

Verification :

➝ x + x + 7 = 35

➝ 14 + 14 + 7 = 35

➝ 28 + 7 = 35

➝ 35 = 35

Hence, verified!

Answered by opgamerz778

Step-by-step explanation:

let the one be x therefore the second number becomes (x+7)

x+x+7= 35

2x+7 = 35

2x=35-7

2x= 28

x=28 by 2

x=14

the numbers are

first number = 14

second number = (x+7) = 21

14+7