Opposite angles are equal

Explanation:
• In geometry, opposite angles are angles that are formed by two intersecting lines.
• When two lines intersect, they form two pairs of opposite angles, which are located across from each other at the intersection point.
• Opposite angles are always equal to each other. This means that if you measure the two opposite angles, they will have the same degree measure.
• The reason behind opposite angles being equal is the property of vertical angles.
• Vertical angles are a pair of non-adjacent angles formed by two intersecting lines.
• These angles are equal because they share the same vertex and are formed by the same pair of intersecting lines.
• Therefore, when two lines intersect, the opposite angles are equal due to the property of vertical angles.
• This property is consistent in all cases of intersecting lines, making opposite angles equal in any geometric figure where two lines intersect.
• Understanding this concept is crucial in geometry and helps in solving various problems involving angles and intersecting lines.
• By recognizing and applying the property of opposite angles being equal, you can simplify angle calculations and geometric proofs.

Just imagine an intersecting line, it has opposite angles. There will be four angles in the figure. The opposite angles will be equal because of the V.O.A(Vertical opposite angle) property.