Vertical angles are perfectly formed out when two lines will be meeting each other at a particular point and they are always equal to each other. In several kinds of simple words whenever two lines will be crossing or intersecting each other four angles will be formulated. Hence, one can very easily observe that two angles that will be opposite to each other will be equal and they are known as the **vertical angles**. One can also call them the vertically opposite angles because they will be opposite to each other.

Whenever the intersection of the two lines will be carried out, four angles will be formulated and two pairs of the non-adjacent angles will be created which will be known as vertical angles. Hence, by the very basic definition, these are the angles that are non-adjacent pairs that have been found by the intersection of two straight lines. In several other kinds of basic terms, these will be the angles which will be in the corners of the lines formulated by two straight lines. They are also known as vertically opposite angles because of the positioning being held by them.

Kids need to be clear about the basic theorem associated with the vertical angles which states that two opposite pairs of vertical angles when formulated because of the intersection of two lines will always be equal or congruent to each other. Having a good command over the proof of this particular theorem is also very much important for kids so that they are always on the right track of dealing with things and there will be no chance of any kind of issue in the whole process.

Another such associated pair of angles is the adjacent angles which is the main reason that people also need to be clear about it so that they are having a good command over the entire concept. Two angles are known to be adjacent angles whenever they will be sharing the common side as well as vertex. The endpoint of the angles is known as the vertex of the angle and adjacent angles can be complementary or supplementary because they will be sharing the common vertex and side. The very basic example of the adjacent angles will be the hands of the wall clock at a certain point of time throughout the day.

Some of the very basic points of differences between the adjacent angles and the vertical angles have been explained as:

- The adjacent angles will be the two angles with a common arm and vertex and on the other hand, when two lines will be interacting with each other they will be forming out the pair of vertical angles.
- Adjacent angles will be sharing a common arm as well as the common vertex but in the case of vertical angles there will be sharing of a common vertex but no common arm will be there.
- In the cases of adjacent angles, they will not be equal in terms of measurement but in the cases of vertically opposite angles they will be equal in terms of measurement

Hence, having a clear-cut idea about both of these categories is very much important so that there will be no chance of any kind of mistake on the behalf of kids and they will be solving the technical questions very easily. Apart from this depending upon the platforms like **Cuemath** is the best possible way of having a good command over the basic categories of angles like **congruent angles** and various other kinds of related bifurcations.