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In triangle KLM, KL is approximately equal to MK, and the measure of angle M is 22 degrees. Find the measure of angle K.

A. 44 degrees
B. 22 degrees
C. 66 degrees
D. 88 degrees

Answer :

Final answer:

In triangle KLM, since KL equals MK, the triangle is isosceles, meaning the angles opposite the equal sides, including angle K, are equal to angle M, which is 22 degrees. Therefore, the measure of angle K is 22 degrees.

Explanation:

In triangle KLM, since KL is approximately equal to MK, then triangle KLM is an isosceles triangle. In an isosceles triangle, the angles opposite the equal sides are equal. Therefore, the measure of angle K should be equal to the measure of angle M, which is 22 degrees. So, the correct answer is Option b) 22 degrees. Isosceles triangles and their properties are a common topic in middle school mathematics.

Learn more about Isosceles Triangle here:

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