Respuesta :
I saw the graph.
The circle was divided into 4 quadrants. Each having an angle of 90°. 30° was given and it originated from the positive y-axis.
Using the standard position, the angle of fire in both degrees and radians is:
90° - 30° = 60°
1pi = 180°
60° = 180°/3 so pi over 3.
the answer is: 60° ; pi over 3
The circle was divided into 4 quadrants. Each having an angle of 90°. 30° was given and it originated from the positive y-axis.
Using the standard position, the angle of fire in both degrees and radians is:
90° - 30° = 60°
1pi = 180°
60° = 180°/3 so pi over 3.
the answer is: 60° ; pi over 3
In standard form the angle is 60°, and written in radians, the angle is pi/3.
What is the angle?
We know that when measured from the positive y-axis, the angle is 30°.
Then the angle measured in standard form (from the positive axis) is:
A = 90° - 30° = 60°
So the angle of fire in standard position is 60°.
Now let's change the units, we know that:
180° = pi
Then:
1 = pi/180°
So we can rewrite:
60° = 60°*( pi/180°) = pi/3
If you want to learn more about angles:
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