Question

Prove that the product of two even number is an even number .​

Answer 1

EXPLANATION:-Because if we add two even numbers their numbers comes even because there is no even numbers

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Answer 2

$\huge\mathbb\red{ANSWER :-}$

The general form of even number 2n

$\huge\bold\green{let}$

two even numbers are 2n , 2n + 2

Their product = 2n ( 2n + 2 )

→ 4n² + 4n

→ 2 ( 2n² + 2n )

→ 2k $\huge\bold\pink{[:.~k~=~2n^2~+~2n]}$