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Triangles RST and XYZ are congruent.  Point P lies on ¯ST, and point W lies on ¯YZ.  Select all the true statements.

 

If XY = ST, then \triangle RSP is similar to \triangle XYW.
If \overline{RP} \perp \overline{XW} and \overline{ST} \perp \overline{WZ}, then triangle RSP is isoceles
If ¯RP bisects SRT, then \triangle RSP is isosceles
If P is the midpoint of \overline{ST}, then $\triangle RSP is scalene

 
 Dec 19, 2024

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