(4) For an AP is Sn= 5n2-3n, then an=
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Let an be the nth term of the A.P.
Then, an =Sn −Sn−1
⟹a n =(5n 2+3n)−{5(n−1) 2 +3(n−1)}
.......... [Replacingnby(n−1)inSn
to get Sn−1=5(n−1) 2 +3(n−1)]
⟹an=(5n 2+3n)−(5n 2−7n+2)
⟹an =10n−2
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