Look at the two triangles below.
Is CB a side of one of the triangles?
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Look at the two triangles below.
Is CB a side of one of the triangles?
In order to determine if segment CB is a side of one of the triangles, let's start by identifying the triangles and their corresponding vertices from the given diagram:
Now, to decide if CB is a side, we need to check if a line segment exists between points C and B in any of these triangles.
Upon examining the points:
Therefore, segment CB is indeed a side of triangle ABC, confirming that the answer is Yes.
Thus, the solution to the problem is .
Yes.
Is the straight line in the figure the height of the triangle?
No, it doesn't matter! Both CB and BC refer to the same line segment connecting points C and B. In geometry, the order of letters when naming a side is not important.
Look at the vertex labels in the diagram. Triangle 1 has vertices A, B, C, while Triangle 2 has vertices D, E, F. Each triangle's sides connect only its own vertices.
If triangles share a vertex, that point can be part of multiple triangles. However, a side only exists if both endpoints belong to the same triangle.
Yes! Visual inspection is a valid method here. Look for a line segment connecting the two points in question. If you can trace it, then it's a side of that triangle.
A side is a line segment that connects two vertices of the same triangle. Every triangle has exactly three sides connecting its three vertices.
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