In Ap, Sn=4n^- 3n, then a10
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4
Answer:
S
n
=4n
2
−3n
Now, S
n+1
=4(n+1)
2
−3(n+1)
We know that, t
n+1
=S
s+1
−S
n
t
n+1
=4n
2
+5n+1−4n
2
+3n
t
n+1
=8n+1
Thus t
n+1
is linear equation of n
hence it is an A.P
Now t
n+1
=8n+1
comlplaning with a
n+1
=a+(n−1)
a=1 and d=8
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