Eliminate `theta` from the relations `a sec theta=1-b tan theta,a^(2)sec^(2)theta=5+b^(2)tan^(2)theta`

Eliminate theta from the equations a sec theta - c tan theta = b and b sec theta + d tan theta = c.

Eliminate theta from the equations a sec theta+b tan theta+c=0 and p sec theta+q tan theta+r=0

Eliminate theta between the equation a sec theta + b tan theta + c=0 and p sec theta + q tan theta + r=0

Eliminating theta from the following (ii) x = a ( sec theta + Tan theta), y = b (sec theta - tan theta)

a sec theta+b tan theta=1,a sec theta-b tan theta=5 then a^(2)(b^(2)+4)

a sec theta+b tan theta=1,a sec theta-b tan theta=5rArr a^(2)(b^(2)+4)=

If theta is eliminated from the equations a sec theta-x tan theta=y" and "b sec theta+y tan theta=x (a and b are constants), then :