Question) PQRS is a parallelogram ST and QX are perpendicular to PR ST = QX Prove that - Maths - Construction of Quadrilaterals

Question

Question) PQRS is a parallelogram ST and QX are perpendicular to PR
ST = QX Prove that the triangle SPT congruence triangle QRX

Raunak Raj · Answer

Given PQRS is a parallelogram SPT is SPC is lying on diagonal PR
and triangle to Alex lies on diagonal we are also St is equal to Q
was given now in triangle abc and triangle Kyun RX angle TPS is
equal to angle execute their alternate angles is equal to q x it is
given angle PTS is equal to angle r x cube equal to 90 degree given
that 4 triangle SPT is coming to triangle pqr x

Question) PQRS is a parallelogram. ST and QX are perpendicular to PR. ST = QX. Prove that the triangle SPT congruence triangle QRX.