Question

Note: Figure not drawn to scale

If the measure of O equals 56°, then what is the measure of N?
A.
34°
B.
56°
C.
94°
D.
124°

Answer 1

To provide the measure of angle N based on the given measure of angle O (which is 56°), we'll need a bit more context regarding the relationship between angles O and N.

If O and N are adjacent angles that form a linear pair, then they are supplementary. In this case:
- The sum of angles O and N would be 180°.
- Therefore, N = 180° - O = 180° - 56° = 124°.

If O and N are opposite angles (vertical angles), then they are equal. This means:
- In this case, N = O = 56°.

Without more information about how angles O and N are related, we cannot definitively determine the measure of angle N. However, if we assume the common configurations, the most likely answer is:

N = 124° (if they are supplementary).

If they are equal (like in the case of vertical angles), then N = 56°.

Please confirm the relationship between angle O and angle N for a more accurate answer!