Triangle ABC: Identifying the Side BC in a Given Geometric Figure

True or false:

BC is a side of triangle ABC.

AAABBBCCC

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Step-by-step video solution

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00:00 Determine whether BC is a side in the given triangle
00:03 The line connecting the 2 points together is the side
00:06 Given that this line connects A and B together, we shall call it AB
00:09 The same applies to points A,C and B,C
00:12 From this we can observe that BC is a side in the triangle
00:15 This is the solution

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1

Understand the problem

True or false:

BC is a side of triangle ABC.

AAABBBCCC

2

Step-by-step solution

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.

  • The three line segments connecting the vertices are:
    • AB AB , connecting points A and B;
    • BC BC , connecting points B and C; and
    • CA CA , connecting points C and A.

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.

3

Final Answer

True

Practice Quiz

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Fill in the blanks:

In an isosceles triangle, the angle between two ___ is called the "___ angle".

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