the sum if the series 1/2 + 1/3 + 1/6 + ... to 9 terms is
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Answer:
Given,
a=1/2=a1
a2=1/3
d=a2‐a1=1/3‐1/2=2‐3/6=‐1/6
n=9
Sn=n/2[2a+(n‐1)d]
S9=9/2[2(1/2)+(9‐1)(‐1/6)]
S9=9/2[1‐8/6]
S9=9/2[‐2/6]
S9=‐3/2
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