Question

Difference of two numbers is 35 One of the numbers is 3 times more than the other. Find the numbers.​

Answer 1

Let the first number is x

therefore the second number is 3x

A.T.Q. :- 3x-x = 35

2x = 35

x = 35÷2

x = 17.5

first number is 17.5

and other is 3x = 52.5

Answer 2

Answer:

Two missing numbers are $17.5$ and $52.5$.

Step-by-step explanation:

To find : missing numbers .

Given : difference of two numbers is $35$ . One of the numbers is $3$ times more than the other.

Solution :

• As per given data we know that difference of two numbers is $35$ . One of the numbers is $3$ times more than the other.
• Let , smallest number be $x$ and largest number be $3x$ .
• According to given condition we write as , $3x - x = 35$ .
• Using transposition we find the value of $x$ , by transposing constants at RHS and leaving variables at LHS .  

         $3x - x = 35 \\2x = 35 \\ x= 17.5$  

• Now , smallest number = $x = 17.5$

                   largest number = $3x = 3\times 17.5 = 52.5$