solve this question with explanations
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answer is 2010 i solve this type question many time
sss64:
thanks but are you sure that answers is 2010
no
why
check my answer
2010
2009 is the answer
Sss64 - What is the correct answer?
Answered by
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sorry whatever I posted the answer in paper is wrong
I will give u correct answer
1004 will be correct answer
I will say u how it is
see
4^n+1=2^2010
4^n+1=4^1005
therefore,
n+1=1005
n=1004
..
..
thank u
if u like it plz mark me as a brain list plz
I will give u correct answer
1004 will be correct answer
I will say u how it is
see
4^n+1=2^2010
4^n+1=4^1005
therefore,
n+1=1005
n=1004
..
..
thank u
if u like it plz mark me as a brain list plz
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I think the answer will be 1004
but how
4^n = 2^2010/4
4^n = 2^2008
(2^2)^n = 2^2008
2n = 2008
n = 1004
4^n = 2^2008
(2^2)^n = 2^2008
2n = 2008
n = 1004
Ya
even I thought to take that answer
are you are
i min are you are
plz check my answer again I edited and I wrote again
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