AlgebraSystem
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- Joined
- Dec 13, 2020
- Messages
- 1
Look at the triangle in the picture. E represents the midpoint of the line DC and P is the intersection of the diagonal AC and line BE. How do I show that the triangles BCP and CDP have the same area and how do I calculate the proportion of the area of the triangle ABP with respect to the area of the whole parallelogram?
I actually have no idea how to show it. I had tried to show about the similarity, but unfortunately not successful. I hope you can help me. Best regards.
I actually have no idea how to show it. I had tried to show about the similarity, but unfortunately not successful. I hope you can help me. Best regards.