Question

In the figure below, GK is parallel to HJ
What is the measure of KMI?

Answer 1

`\bf \huge \red{29\textdegree}`

Explanation:

★In order to find the measure of angle KMI, we need to note some angle relationships here.

★GK and HJ are parallel lines cut by a transversal, meaning the angles formed by this transversal line will be the same along the parallel lines.

★We know that the 29° angle is an alternate interior angle to KMI. This means their angle measures are the same.

★Therefore, KMI is also 29°.

Answer 2

`\huge\boxed{29 \textdegree}`

Explanation:

In order to find the measure of angle KMI, we need to note some angle relationships here.

GK and HJ are parallel lines cut by a transversal, meaning the angles formed by this transversal line will be the same along the parallel lines.

We know that the 29° angle is an alternate interior angle to KMI. This means their angle measures are the same.

Therefore, KMI is also 29°.

Hope this helped!