The product of two even numbers is always divisible by 4 true or false

According to the rule of divisibility, The product of any two even numbers will always be divisible by 4.

The rule of divisibility is an efficient method to see if a particular number is divisible by another number without applying the true method of division.

Suppose a number is completely divisible by another number, then it is said that:

For example, 10 is an even number and 8 is another even number.

The product of 10 and 8 =10 × 8

= 80

The division of 80/4 = 20

Therefore, we can conclude that the product of two even numbers is always divisible by 4 is True.

Learn more about the rule of divisibility here:

link

TRUE

Step-by-step explanation:

an even number is divisible by 2.  

Consider even number j which equals 2a and even number k which equals 2b.  Then the product of these two numbers (j and k) = 2a*2b = 4ab.

4ab is divisible by 4.

BONUS:

The product of three even numbers is divisible by 2³

The product of four even numbers is divisible by 2⁴

The product of five even numbers is divisible by 2⁵

do you see the pattern?

please write ur full questions thanks:)