If n is an odd integer, then show that n^2-1 is divisible by 8
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8
let
the odd integer be 7
7^2=49
49-1=48
48 is divisible by 8 as 8*6=48
let
the odd integer be 5
5^2=25
25-1=24
24 is divisible by 8 as 8*3=24
the odd integer be 7
7^2=49
49-1=48
48 is divisible by 8 as 8*6=48
let
the odd integer be 5
5^2=25
25-1=24
24 is divisible by 8 as 8*3=24
Answered by
8
Here is the answer
We take two positive integers of the form 4q+1 or 4q+3 because it will be easy for us to understand.
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