Question

Question #5c0a6

Answer 1

It is arithmetic progression.

Explanation:

Arithmetic progression is where in a sequence the difference between the consecutive numbers is constant.

Here the sequence is: `1/2, 2/3, 5/6, 1`

And its given that the difference is `1/6` between the consecutive numbers and it is constant.

So, it is arithmetic progression and you are adding `1/6` to the previous term.