In ΔABC, with points P and Q on sides AB and AC, respectively such that APPB=AQQC. If PQ is extended to T such that PT = BC and PB = TC, then find the value of x.

In ΔABC, with points P and Q on sides AB and AC, respectively such th

1.	In ΔABC, with points P and Q on sides AB and AC, respectively such that APPB=AQQC. If PQ is extended to T such that PT = BC and PB = TC, then find the value of x.
Answer» In $Δ A B C$ , with points P and Q on sides AB and AC, respectively such that $\frac{A P}{P B} = \frac{A Q}{Q C}$ . If PQ is extended to T such that PT = BC and PB = TC, then find the value of x.