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The internal and external bisectors of an angle form a
  • a)
    Reflex angle
  • b)
    Acute angle
  • c)
    Right angle
  • d)
    Straight angle
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
The internal and external bisectors of an angle form aa)Reflex angleb)...
Understanding Angle Bisectors
The internal and external bisectors of an angle play a crucial role in geometry. Let's explore what happens when these bisectors intersect.

Definition of Internal and External Bisectors
- **Internal Bisector**: This is the line that divides the angle into two equal parts, lying within the angle.
- **External Bisector**: This line also divides the angle into two equal parts but lies outside the angle.

Relationship Between Internal and External Bisectors
- When you draw both bisectors for an angle, they meet at a specific point known as the "excenter" of the triangle formed by the angle.
- The internal bisector creates two angles that are equal to each other.
- The external bisector also creates two equal angles, but these angles are supplementary to the internal bisector's angles.

Formation of a Right Angle
- The key point to note is that the internal and external bisectors intersect at a 90-degree angle.
- This intersection means that the angles formed by the internal and external bisectors are right angles (90 degrees).

Conclusion
Thus, when considering the intersection of the internal and external bisectors of an angle, it is clear they form a right angle. Therefore, the correct answer is option 'C': Right angle. This property is fundamental in various geometric constructions and proofs.
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Community Answer
The internal and external bisectors of an angle form aa)Reflex angleb)...
The answer is c
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