If `sectheta+tantheta=p` , then find the value of `tantheta`.

If tan3theta+tantheta=2tan2theta : then theta =

If the points (1,1,p) and (-3,0,1) be equidistant from the plane vecr.(3hati+4hatj-12hatk)+13=0 , then find the value of p

If the sixth term fo an A.P. is equal to 2 then find the value of the common difference of the A.P which makes the produt a_(1) a_(4) a_(5) the greatest ( the ith term is denoted by a )

Given that tantheta=a/b find sin2theta and cos2theta

p(x)= ax^2+bx+5 :- If (x^2-1) is a factor of p(x),then find the value of a and b?

Consider the following statements:P:it is raining,q:it is cloudy.(ii)If p is true and q is true,find the truth values of the above statements.

If a and b are positive quantities such that agtb , the minimum value of a sectheta-btantheta is

Suppose that costheta=-1/2 and theta is in the 2nd quadrant prove that (4tantheta+4sintheta)/(3costheta-3sintheta)=(4sqrt3)/(3(1+sqrt3))