Which angles are adjacent angles?
• GMB and FBC
• CBX and FBC
• XBG and FBC
• MBY and FBC
• YBC and FBC
To determine which angles are adjacent angles, we need to understand the concept of adjacent angles. Adjacent angles are two angles that have a common vertex and a common side between them.
Let's analyze each given pair of angles:
1. GMB and FBC: We don't have enough information to determine if they are adjacent angles since we don't know the position of their vertices and sides.
2. CBX and FBC: Again, we don't have enough information to determine if they are adjacent angles.
3. XBG and FBC: Similarly, we need more information to determine if they are adjacent angles.
4. MBY and FBC: Without additional details, we cannot conclude if they are adjacent angles.
In conclusion, without knowing the positions of the vertices and sides, we cannot determine which angles are adjacent angles among the given options. It is essential to have more context or information to make a definitive answer.
Adjacent angles are angles that have a common vertex and a common side, but do not overlap. Looking at the given options, we can identify the adjacent angles as follows:
• GMB and FBC: These angles do not have a common vertex or a common side. They are not adjacent angles.
• CBX and FBC: These angles share the common vertex B and the common side BC. They are adjacent angles.
• XBG and FBC: These angles do not have a common vertex or a common side. They are not adjacent angles.
• MBY and FBC: These angles do not have a common vertex or a common side. They are not adjacent angles.
Therefore, the angles CBX and FBC are the adjacent angles among the given options.