Answer
$+,-,-,-,-,+$
Work Step by Step
- In th second quadrant where $\theta \in [\frac{\pi}{2},\pi]$, the sine is $+$ and cosine is $-$.
- Since tangent is the ratio of sine to cosine, the tangent is $-$ in the second quadrant.
- Since cotangent is $1$ over tangent, the cotangent is $-$ in the second quadrant.
- Since secant is $1$ over cosine, the secant is $-$ in the second quadrant.
- Since cosecant is $1$ over sine, the cosecant is $+$ in the second quadrant.