PCT - Trig Graphs Review

Which statement is NOT true for the function f given by $$f\left(\theta\right)=\sin\left(\theta\right)$$ , for values of $$\theta$$ between 0 and $$2\pi$$ ?

Angle $$\theta$$ , measured in radians, satisfies $$\cos\left(\theta\right)=0$$ . What could the value of $$\theta$$ be? Select ALL the answers that apply.

Match the following

Which statements are true for BOTH functions $$y=\sin\left(\theta\right)$$ and $$y=\cos\left(\theta\right)$$ ? Select ALL that apply.

Plot the points on the graph where $$\sin\left(\theta\right)=\frac{\ \sqrt[]{2}}{2}$$

For which of these angles is the sine negative? Select ALL that apply.

Which of these statements are true about the function f given by $$f\left(\theta\right)=\sin\left(\theta\right)$$ ? Select ALL that apply.

In which quadrant are both the sine and the tangent negative?

The function f is given by $$f\left(\theta\right)=\tan\left(\theta\right)$$ . Which of the statements are true? Select ALL that apply.

Use the unit circle on the right. If $$\tan\left(a\right)>1$$ , where could angle a be on the unit circle?