Question

POR is a triangle with PS, the bisector of P, meeting QR in S.
RW is drawn perpendicular to PS, meeting it in T, and PQ
in W. TX is drawn parallel to QP, meeting PR in X. Prove
that TX =½ WP.​

Answer 1

Answer:

POR is a triangle with PS, the bisector of P, meeting QR in S.RW is drawn ... in W. TX is drawn parallel to QP, meeting PR in X. Prove

Answer 2

Answer:

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