9a41cd30-geometric-sequence-defined-by-an-634n-1-find-the-smallest-integer-n-suc

Question

For the geometric sequence defined by an=6⋅(34)n−1a_{n}=6\cdot(\$$frac34)^{n-1}$$, find the smallest integer nn such that an1a_n .

Accepted Answer

n=8n = 8

Answer

n=7n = 7

Answer

n=6n = 6

Answer

No such nn exists

For the geometric sequence defined by an=6⋅(34)n−1a_{n}=6\(\cdot\)(\(\frac\)34)^{n-1}, find the smallest integer nn such that an<1a_n < 1.