Trig Question Find the exact value of Cosine Theta for an angle theta in standard position whose terminal side contains the point (-5,6).
|dw:1404914822622:dw|
Do you know what a reference angle is?
Ah, So I was suppose to literally use the points -5,6
Sorry no
Yes, you first plot the point you were given.
Would I use the unit circle to determine what my radians are and degrees?
A reference angle is the angle the terminal side of an angle makes with the positive or negative x-axis.
No need for the unit circle.
The trig functions for an angle are the same as they are for its reference angle with only possibly an adjustment in the sign necessary.
Let's start with your problem. We see in the figure the terminal side. Now we need to mark the reference angle.
Since the terminal side of your angle is in quadrant 2, the reference angle is the angle the terminal side makes with the NEGATIVE x-axis.
I'm using the Greek letter \(\alpha\) (read: alpha) for the reference angle. |dw:1404915131694:dw|
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