Let's draw a straight line AB and consider a point P on the line AB. Let's erect a ray from P on the straight line AB. As a result two adjacent angles are formed. Now we measure the adjacent angles and examine whether the sum of the measurement of those angles is 180° or not.
First, draw a straight line, naming it A.

Now, consider a point P anywhere on AB.

Now, from that P point, draw a ray in any direction.

Or,

We see that two adjacent angles are formed.
In either case, we can measure the angles by a protractor.
Let us take this,

In this case,
60° + 120° = 180°
Similarly, in every case,
If a straight line is partitioned, then the sum of (any) adjacent angles will be 180° every time.
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