#
Question) In the adjoining figure AB = AC, P and Q are points on BA and CA respectively such that AP = AQ. Prove that APC = AQB, CP = BQ, ACP = ABQ.

This question has not been answered yet!

#### Don't worry! You can check out similar questions with solutions below

- ...
**figure**,**AB****AC**and**AP**â€”**AQ**.**Prove**that (i) AAPC (ii)**cp**=**BQ**... - ... on
**AB**and**AC****respectively****such**that**AP**=**AQ**.**Prove**that**CP**=**BQ**. - ... an isosceles triangle abc
**such**that**ap**=**aq**.**prove**that**bq**=**cp** - ... triangle ABC
**such**that**AP**=**AQ**.**Prove**that**BQ**=**CP**. - ... triangle ABC
**such**that**AP**=**AQ**.**Prove**that**BQ**=**CP**.**Figure**