Question

Pairs of whole numbers whose sum is -3

Answer 1

The sum of two whole numbers cannot be -3. However, it can be 3. The numbers can be   •0 and 3 •2 and 1

Answer 2

The question is Pairs of whole numbers whose sum is -3.

we have to find the pair of whole numbers whose sum is equal to -3.

The whole number is a set of natural numbers along with zero.

The whole number can be denoted as W.

The whole numbers are 0,1,2,3,4,5,6,7,8,9,10,11............

It does not include a fraction or a decimal.

It doesn't include fractions also.

we have to find the pair of numbers whose sum is -3.

It is not possible to get the sum of whole numbers as -3.

This is because the whole number does not include a negative value.

On adding a least whole number also we get only positive values.

Thus these were the answers.

The least whole numbers are 0 and 1, the sum of them will be

$0 + 1 = 1$

It is a positive number.

we can get positive number 3 from

0+3

1+2

# spj6