Prove that the product of two even natural numbers is divisible by 16. Please answer it fast!

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Please find below the solution to the asked query:

Let , our two even number =  2 m  and 2 m  + 2   , Where m  =  Positive integers

Then product of these numbers = ( 2 m ) ( 2 m + 2 ) =  4 m² + 4 m  = 4 ( m² +  m ) 

Here we can say that product of two even number is also an even number Or divisible by ' 4 ' .

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