the sum of first n terms of an Ap is given by the formula sn=3n^2+n it's 3rd term is
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Sn=3n2+2n
Taking n=1, we get
S1=3(1)2+2(1)
⇒S1=3+2
⇒S1=5
⇒a1=5
Taking n=2, we get
S2=3(2)2+2(2)
⇒S2=12+4
⇒S2=16
∴a2=S2−S1=16−5=11
Taking n=3, we get
S3=3(3)2+2(3)
⇒S3=27+6
⇒S3=33
∴a3=S3−S2=33−1
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