Question

The sum of two whole numbers is always less than their product.

• A. True
• B. False

Answer 1

The correct option is B False

Let us take any two whole numbers, $0and5$
By adding of both the numbers we get $0+5=5$.
By product of both the numbers we get $0\times 5=0$
But $0$ is less than by $5$ , which means product of numbers is less than addition of numbers.
Now also, take any other two whole numbers $2and3$ By adding of both the numbers we get $2+3=5$. By product of both the numbers we get $2\times 3=6$
But $6$ is more than by $5$ , which means product of numbers is less than addition of numbers.

Thus, sum of two whole numbers is not always less than their product,

Hence, the given statement is false.