I am here to talk about square of consecutive natural numbers . \[formula=>(n+1)^2-n^2=2n+1\] suppose when we consider \(8^2and9^2\) then the difference between them is 2(8)+1=16+1=17 let us check this by normal method \(8^2=64;9^2=81\) the difference between them is 81-64=17 that's it i got the answer this is simple because square numbers always differ by odd numbers so 2n+1 is the general form of odd numbers and i compared and got the simple **Subbu's square formula** please like my note no one is liking my problems and note please if you like it nothing happens to you

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TopNewestThis is the general form of odd numbers.This was found before itself.This is not Subbu's square formula.

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liked it

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Comment deleted Mar 08, 2015

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Lol whats that? Someone translate it from

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This is a good note i am inspired by you

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thank you my boy

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