Solve `sectheta+tantheta=5`

if sectheta +tantheta =5 then find the value of tantheta

If sectheta and tantheta are roots of equation ax^(2) + bx + c=0 (a,b ne 0) then the value of sectheta - tan theta is:

If sin theta = (a^2 - 1)/(a^2 + 1) , then the value of sectheta + tantheta will be

find tantheta if sectheta+tantheta=x

If tantheta=(3)/(4) ,then find the value of sectheta+tantheta .

If sectheta=x+(1)/(4x) , then find the value of sectheta+tantheta .

If sintheta=(24)/(25)andtheta is in second quadrant, then sectheta+tantheta=?

If (sectheta+tantheta)/(sectheta-tantheta)=(5)/(3) , then sintheta is equal to

Evaluate: |[sectheta,tantheta],[tantheta,sectheta]|

If 5sectheta-3tantheta=5 , then what is the value of 5tantheta-3sectheta ?