Question

Circle O and circle P are congruent. What can you conclude from the diagram?

Answer 1

It is indicated that angles at O and P are congruent, therefore arc AB is congruent to arc DE, also segments BO, AO, PD, and PE are all congruent, finally arcs BCA and DFE are congruent

Answer 2

Answer: We can only conclude that OA=OB=PD=DE.

Explanation:

Since, if two circle are congruent then there radius must be equal.

And, here A and B are the points in the circumference of circle O therefore, the distance of these points from the center O of circle is the radius of the circle.

So, OA=OB. ( if we join the points O and C then OA=OB=OC)

Similarly, In Circle P, PE= PD. ( if we join the points P and CF then PD=PE=PF).