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(GP series)
The above sequence is a G.P
Common difference = 3.
First term = 1.
Thus sum of G.P is Sn = 1(3^n-1)/3-1
= 3^n-1/2
= Sn = 364
Hence,
3^n-1/2 = 364
3^n-1 = 728
3^n = 728+1 = 729
3^n = 3^6
Therefore,
n = 6.
→Option (b) is the correct solution!
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