Question:

3. a. Given triangle ABC and circle CA centered at A with radius AC and circle Cg centered at B with radius BC, how many intersection points do the two circles have and where are the intersection point (s) located? b. If two circles centered at A and B

Last updated: 8/15/2022

3. a. Given triangle ABC and circle CA centered at A with radius AC and circle Cg centered at B with radius BC, how many intersection points do the two circles have and where are the intersection point (s) located? b. If two circles centered at A and B

a. Given triangle ABC and circle CA centered at A with radius AC and circle CB centered at B with radius BC, how many intersection points do the two circles have and where are the intersection point (s) located? b. If two circles centered at A and B intersect in a single point C, then describe all of the possible relationships between AB, BC, and AC. Explain your answer.