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(1)∵ABCD is trapezoidal, AD∨BC, AB = DC.

∴∠A=∠D

∠∠ABP+∠APB+∠A = 180,∠APB+∠DPC+∠BPC= 180,∠BPC=∠A

∴∠ABP=∠DPC,

∴△ABP∽△DPC

∴ APCD = ABPD, namely AP2 = 25? Associated Press (AP)

Solution: AP= 1 or AP = 4.

(2)① It can be known from (1) that △ABP∽△DPQ.

∴ apdq = abpd, that is, x2+y = 25? x,

∴y=? 12x2+52x? 2( 1