show that n2-n is divisible by 8, if n is odd positive integer.
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5
n^2-n=n(n-1)
Put n=3 so here 3×2
n=5 so 5×4
n=7 so 7x6
n=9 so 9×8 add n= 17,25,33 add 8 in each no further all aee divisible by 8
Put n=3 so here 3×2
n=5 so 5×4
n=7 so 7x6
n=9 so 9×8 add n= 17,25,33 add 8 in each no further all aee divisible by 8
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0
Answer:
Here it iss...
Step-by-step explanation:
n^2-n=n(n-1)
Put n=3 so here 3×2
n=5 so 5×4
n=7 so 7x6
n=9 so 9×8 add n= 17,25,33 add 8 in each no further all aee divisible by 8
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