⑴过D作DH⊥BC于H,则四边形ABHD是矩形,∴BH=AD=6,
∴CH=2,
当CP=2时,P与H重合,∴E与B重合.
⑵∵∠DPE=90°,∴∠BPE+∠DPH=90°,
∵∠BPE+∠BEP=90°,∴∠BEP=∠DPH,
∴RTΔBEP∽RTΔHPD,∴BE/CH=BP/DH,
Y/(X-2)=(8-X)/√m,
Y=-1/√m(X^2-10X+16).(2
⑴过D作DH⊥BC于H,则四边形ABHD是矩形,∴BH=AD=6,
∴CH=2,
当CP=2时,P与H重合,∴E与B重合.
⑵∵∠DPE=90°,∴∠BPE+∠DPH=90°,
∵∠BPE+∠BEP=90°,∴∠BEP=∠DPH,
∴RTΔBEP∽RTΔHPD,∴BE/CH=BP/DH,
Y/(X-2)=(8-X)/√m,
Y=-1/√m(X^2-10X+16).(2