Show that the product of two consecutive even integers is divisible by 2
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hola there
I give you a concept...
The product of any two even integers is a multiple of 4."
This is what I have so far:
let n, m be even integers and let D be a integer that is divisible by 4.
n=2k.
m=2l.
d=4p.
such that k,l,p exists in Z (integers).
n • m = d
2k • 2l = 2(k.l)
2(k•l)=4p.
now do yourself
I give you a concept...
The product of any two even integers is a multiple of 4."
This is what I have so far:
let n, m be even integers and let D be a integer that is divisible by 4.
n=2k.
m=2l.
d=4p.
such that k,l,p exists in Z (integers).
n • m = d
2k • 2l = 2(k.l)
2(k•l)=4p.
now do yourself
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