AD=3,AB′=4,DB′=√7
BE=EB′=x
CE=3-x,CB′=4-√7
x²=(3-x)²+(4-√7)²
x=(16-4√7)/3、
PB′‖BC
∠BEP=∠EPB′
∠BEP=∠B′EP
∠EPB′=∠B′EP
PB′=B′E=BE==(16-4√7)/3
AD=3,AB′=4,DB′=√7
BE=EB′=x
CE=3-x,CB′=4-√7
x²=(3-x)²+(4-√7)²
x=(16-4√7)/3、
PB′‖BC
∠BEP=∠EPB′
∠BEP=∠B′EP
∠EPB′=∠B′EP
PB′=B′E=BE==(16-4√7)/3