Fill in the blank with always, sometimes, or never. if there is not enough information, choose inconclusive.
any three distinct points are collinear

a. always
b. sometimes
c. never
d. inconclusive

B. Sometimes

Step-by-step explanation:

It is required to complete 'Any three distinct points are collinear'.

We know that two points form a line or a line segment.

Now, if we add a third point, it is not always true that the point will lie on the same line. It is possible that it is not lying on the line.

So, option A is discarded.

As, the point can also lie on the line gives that option C and D are not correct.

Hence, we get that 'Any three distinct points are SOMETIMES collinear'.

So, option B is correct.