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The Grand Finale of the Mathematics Entrance Examination (Urgent)
The length of AD is fixed, and the circumference of △PAD is the smallest. As long as AP+DP is minimum, as long as A's symmetry point A' about BC is made, or even A'd passes through BC to P, then P is demand.

The ACB angle is a right angle, which extends AC to A', so A'c = AC.

I' (3,2 root number 3)

Find: straight line BCy=- root 3x+ root 3.

Line A'Dy= 1/6 3x+3/2 3.

Their intersection P(-3/7, 10/7 root number 3).