Question

The sum of two numbers is 587 and their differences is 43. Find out the numbers???​

Answer 1

Answer:

Step-by-step explanation:

Given :-

Sum of two numbers = 587

Difference of numbers = 43

To Find :-

The Numbers

Solution :-

Let the numbers be x and y.

According to Question,

a + b = 587              ------> (1)

a - b = 43                 ------> (2)

Adding Eq (1) and (2) , we get :-

a = 315

Putting value in Eq 1, we get

a + b = 587

315 + b = 587

b = 587 - 315

b = 272

Hence, the two numbers are 315 and 272.

Answer 2

Question :-

The sum of two numbers is 587 and their differences is 43. Find out the numbers?

Answer :-

The required numbers are 315 and 272 .

To find :-

Find out the numbers.

Step - by - step explanation :-

Let the required numbers are "x" and "y",

According to the question,

• Sum of these numbers = 587

Therefore

→ x + y = 587 .......(1)

• Difference of there numbers = 43

Hence,

→ x - y = 43 ........(2)

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Firstly adding the equation (1) and (2) ,

Then we get,

→ (x + y) + (x - y) = 587 + 43

→ 2x = 630

→ x = 630/2

→ x = 315

Now, put x = 315 in equation (2)

We get,

→ 315 - y = 43

→ 315 - 43 = y

or ,

→y = 272

Hence, the required numbers are 315 and 272

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For verification

Put these numbers in equation (1)

→ 315 + 272 = 587

→ 587 = 587

Hence verified .

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Hope it helps you.