If `theta` lies in the fourth quadrant and `sec theta=(5)/(3)`, then the value of `(6tan theta+5 cos theta)/(5 cot theta+"cosec" theta).`

If theta lies in the fourth quadrant and "sec" theta = 5/3 then find the value of (6 tan theta + 5 cos theta)/(5 cot theta + "cosec" theta) .

if theta lies in 4th quadrant and sec theta=(5)/(3) then find the value of (6tan theta+5cos theta)/(5cot theta+cos ec theta)

If theta lies in the fourth quadrant and cos theta=5/13 , find the value of : (13 sin theta+5 sec theta)/(5 tan theta+6 cosec theta) .

If theta lies in the fourth quadrant and cos theta=5/13 , find the value of : sin theta and tan theta .

If sin theta = 3/5 , then the value of (tan theta + cos theta)/(cot theta + cosec theta) is equal to

If cos theta=(3)/(5) , then find the value of tan theta, "cosec" theta

If sec theta=(5)/(4), find the value of (sin theta-2cos theta)/(tan theta-cot theta)

If theta lies in the fourth quadrant and cos=(5)/(13) ,find the value of: (i) "sin" theta and "tan" theta (ii) (13 sin theta+5 sec theta)/(5 tan theta+6 "cosec"theta)

If theta lies in the second quadrant and tan theta=(-5)/(12) , find the value of (2cos theta)/(1-sin theta) .

If theta lies in the 2^(nd) quadrant and 3 tan theta +4=0, then find the value of 2 cot theta -5 cos theta + sin theta