`sec theta-tan theta = 3` then `theta` lies in the quadrant

If sec theta + tan theta = 1.5 then theta lies in the quadrant

If " cosec " theta - cot theta =1//3 then theta lies in the quadrant

If sec theta - tan theta = 1/2, then theta lies in the

If sec theta - tan theta = 1/2, then theta lies in the

If sin theta sec theta = -1 and theta lies in the second quadrant, find sin theta and sec theta .

(i) If sin the sec theta sec theta =-1 and theta lies in the second quadrant find "sin" theta and sec theta (ii) If cos theta cosec theta =- 1 and theta lies in the in the fourth quadrient find cos theta and cosectheta

Find the value of theta if sec^(2)theta+tan^(2)theta=(5)/(3) and theta lies in first quadrant.

prove that (1)/(sec theta -tan theta) = sec theta + tan theta