Easy
A sequence is shown.
3,6,12,24,483,6,12,24,483,6,12,24,48
Which function, f(n)f(n)f(n), represents the nthn^{\text{th}}nth term of the sequence, where f(1)=3f(1)=3f(1)=3 ?
f(n)=3.2n−1f(n)=3.2^{n-1}f(n)=3.2n−1
f(n)=2⋅3n−1f(n)=2 \cdot 3^{n-1}f(n)=2⋅3n−1
f(n)=3.2nf(n)=3.2^{n}f(n)=3.2n
f(n)=6nf(n)=6^{n}f(n)=6n
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