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Answer :
We found the angles KJM and KLM by calculating the differences in the angular coordinates of the respective points and summing them, showing that the sum of these two angles is 180 degrees.
To find these angles, we can calculate the difference in the angular coordinates of the points.
First, we find the angle KJM which is formed between the lines KJ and KM. We do this by subtracting the angular coordinate of J from the angular coordinate of M:
Angle KJM = 250° - 130° = 120°
Next, we calculate the angle KLM in the same way, by subtracting the angular coordinate of L from the angular coordinate of M:
Angle KLM = 250° - 200° = 50°
Finally, we sum these angles to show that they add up to 180°:
Sum of KJM and KLM = 120° + 50° = 180°
Therefore, we have shown that the sum of the angles KJM and KLM is indeed 180°.
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