Find the sum of the
1st 20 terms of the following arithmetic progression: 5+11+17+…………………
Solution
d=6, A1 =
5,n=20
Sn = n[2A1
+ (n-1)d]
2
S20 = 20[2(5)
+ (20-1)d]
2
S20 = 10[10
+ 17d]
S20 = 10[10
+ 17(6)] since d=6
S20 = 10[10
+ 102]
S20 = 10 x
112
S20 = 1120
Therefore
the sum of 1st 20 terms is 1120.
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