Question

Prove that the product of two odd numbers is always odd

Answer 1

no I don't think that the product of two odd number is always odd because take a example 5 and 3 odd numbers but 5 + 3 is equal to 8 which is a even number

Answer 2

Hey there!

Step-by-step explanation:

Let a and b be the odd numbers having constants 3 and 7 respectively,

then,

a * b

= 3 * 7

= 21

Take any other example:

Let the constants of a and b be 17 and 19.

a * b

= 17 * 19

= 323

In both the examples, we took value of a and b as odd numbers and their product is also a odd number.

Hence we can say that the product of two odd numbers is always odd.