if nth term of an A.p is (2n+1) what is the sum of its first three terms
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tn = 2n+1
n=1
a = t1 = 2(1)+1
t1 = 2+1
t1 = 3
n= 2
t2 = 2(2) +1
t2 = 4+1
t2 = 5
so,
d= t2-t1
d= 5-3
d = 2
Sn = n/2 × [2a+(n-1)d]
S3 = 3/2 × [2×3+(3-1)×2]
S3 = 3/2 × 10
S3 = 3×5
S3 = 15
the sum of its first three terms is equals to 15.
tn = 2n+1
n=1
a = t1 = 2(1)+1
t1 = 2+1
t1 = 3
n= 2
t2 = 2(2) +1
t2 = 4+1
t2 = 5
so,
d= t2-t1
d= 5-3
d = 2
Sn = n/2 × [2a+(n-1)d]
S3 = 3/2 × [2×3+(3-1)×2]
S3 = 3/2 × 10
S3 = 3×5
S3 = 15
the sum of its first three terms is equals to 15.
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