Answer
If $\theta $ lies in quadrant II, sine and cosecant are positive.
Work Step by Step
The value of all the trigonometric ratios are positive in quadrant I. Sine and cosecant are positive in quadrant II and the remaining functions are negative. Tangent and cotangent are positive in quadrant III and the remaining functions are negative. Cosine and secant are positive in quadrant IV and the remaining functions are negative.
Thus, if $\theta $ lies in quadrant II, sine and cosecant are positive.