in
an AP, of sn =3n2 +5n and ak=164.
Find the Value of K
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Answer:
S
n
=3n
2
+5n
∴S
1
=a=3+5=8
and S
2
=a
1
+a
2
=3×2
2
+5×2=22
⇒a+a+d=22⇒2a+d=22
⇒d=22−2a=22−16=6
Now a
k
=164
⇒a+(k−1)d=164
⇒8+(k−1)6=164
⇒(k−1)6=156
⇒k−1=26⇒k=27
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