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Answered by
2
Hii there!!!
n^2-1= 8
n^2= 8+1
n^2= 9
n= 3
We got n value 3 which is odd number.
Hope it helps...
n^2-1= 8
n^2= 8+1
n^2= 9
n= 3
We got n value 3 which is odd number.
Hope it helps...
Answered by
1
hii friend.......
here is your answer......
given that...n is an odd integer.....
we have to prove that ...
n^2-1 is divisible by 8
_________
method 1 :
_________
if we put the value of n I:e1,3,5.......
then the solution is...
n^1-1=1^2-1=0
n^2-1=3^2-1=8
n^2-1=5^2-1=24.....
in this method all the odd integer is divisible by 8
__________
method2:
__________
n^2-1=8
n^2=8+1=9
n=3
hence the value of n is 3.....
I think it will help you then you mark me brainlist please please please. ......
here is your answer......
given that...n is an odd integer.....
we have to prove that ...
n^2-1 is divisible by 8
_________
method 1 :
_________
if we put the value of n I:e1,3,5.......
then the solution is...
n^1-1=1^2-1=0
n^2-1=3^2-1=8
n^2-1=5^2-1=24.....
in this method all the odd integer is divisible by 8
__________
method2:
__________
n^2-1=8
n^2=8+1=9
n=3
hence the value of n is 3.....
I think it will help you then you mark me brainlist please please please. ......
neeraj333:
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