In △FDP and △ADB, ∠ADB=∠FDP (Common angle) ∠DAB=∠DFP (Corresponding angles) ∠DBA=∠DPF (Corresponding angles) Thus, △FDP∼△ADB (AAA rule) hence, FPAB=FDAD FPAB=12 (Since, AF = FD) or FP=12AB
AD2=BD×DC
If the above statement is true then mention answer as 1, else mention 0 if false