you are shown ∠mno below whose measure is 72°. draw your best estimate of an angle bisector of ∠mno by…

you are shown ∠mno below whose measure is 72°. draw your best estimate of an angle bisector of ∠mno by clicking and dragging a ray out from the vertex at n. to be marked correct, your drawing must be within 5° of the correct bisector. click and drag to draw a ray from the yellow dot. to redraw, click and drag from the yellow dot again.

you are shown ∠mno below whose measure is 72°. draw your best estimate of an angle bisector of ∠mno by clicking and dragging a ray out from the vertex at n. to be marked correct, your drawing must be within 5° of the correct bisector. click and drag to draw a ray from the yellow dot. to redraw, click and drag from the yellow dot again.

Answer

Explanation:

Step1: Recall angle - bisector concept

An angle bisector divides an angle into two equal parts.

Step2: Calculate the measure of each part

If $\angle MNO = 72^{\circ}$, then the measure of each part after bisecting is $\frac{72^{\circ}}{2}=36^{\circ}$.

Answer:

Draw a ray from vertex $N$ such that the angle between the ray and one of the sides of $\angle MNO$ (either $\overrightarrow{NM}$ or $\overrightarrow{NO}$) is $36^{\circ}$ with a tolerance of $\pm5^{\circ}$.