If the maximum value of the expression `1/(5sec^2theta-tan^2theta+4cosec^2theta)` is equal to `p/q` (where p and q are coprime), then the value of `(p+q)` is

If the maximum value of the expression (1)/(5sec^(2)theta-tan^(2)theta+4cos ec^(2)theta) is equal to (p)/(q)( where p and q are coprime),then the value of (p+q) is

If tan6theta=p/q , find the value of 1/2(pcosec2theta-qsec2theta)

If tan6theta=p/q , find the value of 1/2(pcosec2theta-qsec2theta)

If tan6theta=p/q , find the value of 1/2(pcosec2theta-qsec2theta)

If sin theta-cos theta=(1)/(2) and sin^(3)theta-cos^(3)theta=(p)/(q) where p and q are natural numbers with HCF=1, find the value of ((p+q))/(3)

Prove that the maximum value of the functions sin^(p)theta cos^(q) is at theta=tan^(-1)(sqrt((p)/(q)))

If sin theta=p and cos theta=q then the value of (p-2p^(3))/(2q^(3)-q) is

If 17sin phi=sin(8 theta-3 phi) and (tan(4 theta-phi))/(tan(4 theta-2 phi))0=(p)/(q) and where p&q are co- prime numbers,then the value of (p-q) is

a cot theta+b cosec theta=p and b cot theta+ a cosec theta=q then p^(2)-q^(2) is equal to