Option D is correct that is 6 is 2nd term of the sequence.
Step-by-step explanation:
We are given with a formula which generates the terms of a sequence,
![a_n=3\times n](/tpl/images/0280/3442/1c047.png)
we have to find 2nd term,
For the second term we put value of n = 2
Thus,
![a_2=3\times2](/tpl/images/0280/3442/19fad.png)
![a_2=6](/tpl/images/0280/3442/8cc9d.png)
Therefore, Option D is correct that is 6 is 2nd term of the sequence.