can we conclude 10^2n-1 is divisible by 9&11 explain
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No, we cannot conclude that 10^2n-1 is divisible by 9&11 because,
if we take , n=1 then,
10^2n-1=10,,
if we take n=2 then,
10^2n-1=1000
that means that all are multiples of 10
then those no.s are not divisible by 9&11
therefore, we can conclude that,,
10^2n-1 is not divisible by 9&11.
if we take , n=1 then,
10^2n-1=10,,
if we take n=2 then,
10^2n-1=1000
that means that all are multiples of 10
then those no.s are not divisible by 9&11
therefore, we can conclude that,,
10^2n-1 is not divisible by 9&11.
saisathvik1:
you are wrong
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