what is the angle of rotation about D when the measure of the acute angle between lines m and n is 36 degrees

To determine the angle of rotation about point D, we need to consider the information given about the acute angle between lines m and n.

First, let's understand what it means for two lines to have an acute angle. When two lines intersect, they form four angles around the point of intersection. An acute angle is the smallest angle among these four angles.

Now, let's assume that line m and line n intersect at point D.

To find the angle of rotation about point D, we need to determine the amount by which line m needs to be rotated to align with line n.

Since the measure of the acute angle between line m and line n is given as 36 degrees, we can conclude that line m needs to rotate by 36 degrees clockwise or counterclockwise to align with line n.

Therefore, the angle of rotation about point D is 36 degrees.