True or false:
BC is a side of triangle ABC.
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True or false:
BC is a side of triangle ABC.
To solve this problem, we must determine whether BC is indeed a side of triangle ABC. A triangle consists of three vertices connected by three line segments that form its sides.
Firstly, observe the triangle labeled in the diagram with vertices A, B, and C. For triangle ABC, the sides are composed of the segments that connect these points.
Among these, BC is clearly listed as one of the segments connecting two vertices of the triangle. Therefore, BC is indeed a side of triangle ABC.
Hence, the statement is True.
True
Is the straight line in the figure the height of the triangle?
Side names use exactly two letters - the vertices that the side connects. For triangle ABC, the sides are AB, BC, and CA.
No! Side BC is the same as CB - they both represent the line segment connecting points B and C. The order doesn't change which side you're talking about.
A vertex is a point (like A, B, or C), while a side is a line segment connecting two vertices (like AB, BC, or CA).
Every triangle has exactly three sides. For triangle ABC, these are AB, BC, and CA - no more, no less!
Yes! You can list the sides as AB, BC, CA or BC, CA, AB - any order works as long as you include all three sides of the triangle.
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