if the sum of first n terms of an A.P is given by Sn=4n2-3n then find the nth term of an A.P
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see above that is correct
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Sn=4n^2-3n
An=Sn-Sn-1
=4n^2-3n-[4(n-1)^2-3(n-1)]
=4n^2-3n-4n^+4+3n-3
=4-3
=1
An=Sn-Sn-1
=4n^2-3n-[4(n-1)^2-3(n-1)]
=4n^2-3n-4n^+4+3n-3
=4-3
=1
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