This question as written is incomplete. To apply SAS (Side-Angle-Side), I need specifics about the triangles and the given data.
Missing Details
- Specify: Which two triangles are you comparing (e.g., ΔPQR and ΔP’Q’R’) and what is the correspondence between their vertices?
- Given: Which two sides are equal to their counterparts, and what is the included angle between those sides? Please provide the lengths or symbols (e.g., PQ = P’Q’, PR = P’R’, and ∠QPR = ∠Q’P’R’).
- Target: What exactly do you want to prove (e.g., ΔPQR ≅ ΔP’Q’R’)?
- Context: Any diagram or description of how the vertices correspond between the triangles.
Try Asking
Example reformulations you can send:
- How do I prove ΔPQR ≅ ΔP’Q’R’ by SAS if PQ = P’Q’, PR = P’R’, and ∠QPR = ∠Q’P’R’?
- What are the steps to apply the SAS postulate to triangles ΔABC and ΔDEF given AB = DE, AC = DF, and ∠BAC = ∠EDF?