find the sum of APs
1/15, 1/12,1/10... to 11 terms.
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Step-by-step explanation:
Sum of n terms of AP formula:
S
n
=
2
n
[2a+(n−1)d] ......(1)
Where
First term =a
Common difference=d
Number of terms=n
1/15,1/12,1/10,..... to 11 terms
a=1/15
d=(1/12)−(1/15)=1/60
Using (1)
S
11
=11/2[2(1/15)+(11−1)(1/60)]
=(11/2)×[(2/15)+(1/6)]
=33/20
Sum of 11 terms of this AP is 33/20
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