Eliminate `theta` from the following equation : `x cos theta - y sin theta = a, x sin theta + y cos theta = b`

Eliminate theta from the following equation : x=h+a cos theta, y=k + b sin theta

sin^(3)theta + sin theta - sin theta cos^(2)theta =

Eliminate theta from a sin theta + bcos theta = x "and" a cos theta -b sin theta = y

Find the Cartesian euqaiton of that curves whose parametric equation : x= cos theta + sin theta + 1, y = sin theta - cos theta + 2

Find the general values of theta from the following equations: sin4theta-sin2theta=cos3theta

Find the Cartesian equation of the curves whose parametric equation are : x=cos theta + sin theta, y = sin theta - cos theta

The locus of the points of intersection of the lines x cos theta+y sin theta=a and x sin theta-y cos theta=b , ( theta= variable) is :

The method of eliminating 'theta' from two given equations involving trigonometrical functions of 'theta' . By using given equations involving 'theta' and trigonometrical identities, we shall obtain an equation not involving 'theta' . On the basis of above information answer the following questions. If x sin^(3) theta+ y cos^(3)theta= sin theta cos theta and x sin theta- y cos theta = 0 then (x, y) lie one

The solution of the equation 1-"cos" theta = "sin" theta "sin" (theta)/(2) is

If cot theta = (x)/(y) , find the value of: " " ( x cos theta + y sin theta)/( y sin theta - x cos theta)