Question

Draw at least five different circles passing through two given distinct points indicating that innumerable circles can be drawn passing through them

Answer 1

Answer:

Since

we know that according to theorem

A single circle can draw through the three distinct points

So we can draw the infinitely many circles through two distinct points.

I have drawn the five circle through the two points.

See the graph below to see the circles I have drawn the five circles in different colors so you can see the circles easily.