AB is a side in triangle ADB
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AB is a side in triangle ADB
The problem asks us to confirm if AB is a side of triangle ADB.
Triangle ADB is defined by its vertices, A, D, and B. A triangle is formed when three vertices are connected by three sides.
Therefore, based on the definition of a triangle and observing the connection between components, side AB indeed is a part of triangle ADB.
This confirms that the statement is True.
True
Is the straight line in the figure the height of the triangle?
A triangle's sides connect its three vertices. For triangle ADB, the vertices are A, D, and B, so the sides are AB, BD, and DA.
They're different triangles! Triangle ABC has vertices A, B, C with sides AB, BC, CA. Triangle ADB has vertices A, D, B with sides AB, BD, DA.
Yes! In this diagram, side AB belongs to both triangle ABC and triangle ADB because both triangles share vertices A and B.
Triangle names list the three vertices in order. Triangle ADB means the vertices are A, D, and B - the order helps you trace around the triangle.
Focus on the vertices first! If you can identify points A, D, and B, then you know AB must be a side connecting vertices A and B, even if the line isn't perfectly clear.
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