Mark the correct answer.
AB is the side of triangle ABD.
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Mark the correct answer.
AB is the side of triangle ABD.
To solve this problem, consider the following:
After analyzing the figure and definition of a triangle's sides, we can conclude that the answer is correct.
Therefore, the correct answer is True.
True
Can a triangle have a right angle?
A triangle's sides are the three line segments that connect its vertices. In triangle ABD, the sides are AB, AD, and BD - any segment connecting two of the three vertices A, B, and D.
No! Whether you call it triangle ABD, ADB, or BAD, it's the same triangle. The name just tells you which three points are the vertices - the order doesn't change which segments are sides.
Focus only on the vertices of the specific triangle mentioned in the question. In this case, triangle ABD has vertices A, B, and D, so point C doesn't affect which segments are sides of triangle ABD.
Look at the diagram and verify that points A and B are both vertices of triangle ABD. Since they are, the segment AB connecting them must be one of the three sides of the triangle.
You need to determine whether the statement 'AB is the side of triangle ABD' is correct. Since A and B are vertices of triangle ABD, and AB connects these vertices, the statement is True.
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