Question

Луч p проходит между сторонами развернутого угла (ac).Найдите угол (nc) если угол (an) равен 60° ​

Answer 1

Відповідь:

Пояснення:

угол (nc) = 180° ​-  60° ​= 120° ​

Answer 2

Finding the Angle (nc) in a Triangle with a Given Angle (an)

To find the angle (nc) in a triangle with a given angle (an) of 60°, we need to use the properties of triangles and angles.

In a triangle, the sum of all angles is always 180°. Therefore, we can find the missing angle (nc) by subtracting the given angle (an) and the other angle (ac) from 180°.

Let's assume that angle (ac) is the other angle in the triangle. We can find the value of angle (ac) using the given information.

According to the search result snippet from Source the angle (AP O) is equal to 30°. Since angle (an) is given as 60°, we can conclude that angle (ac) is equal to 180° - 60° - 30° = 90°.

Now that we know the value of angle (ac), we can find the missing angle (nc) by subtracting angle (an) and angle (ac) from 180°.

Therefore, angle (nc) = 180° - 60° - 90° = 30°.

Please note that the search result snippets provided by You.com have been used to support the explanation above.