Eliminate `theta` from `x=a cos^(4)theta`, `y=b sin^(4)theta`.

Eliminate theta from the following a=sin^(3)theta cos^(7)theta,b=sin^(4)theta cos^(5)theta

Find the relation obtained by eliminating theta from the equations x=a cos theta+b sin theta and y=a sin theta- b sin theta .

Eliminate theta from lambda cos 2theta = cos(theta + alpha) and lambda sin 2theta = 2sin(theta + alpha)

Eliminate theta from lambda cos 2theta = cos(theta + alpha) and lambda sin 2theta = 2sin(theta + alpha)

The eliminant of theta from x cos theta - y sin theta = 2 , x sin theta + y cos theta = 4 will give

What is the eliminant of x=a cos^3 theta, y=b sin^3 theta ?

Eliminate theta from the equations : x=a*sin^(5)theta,y=acos^(5)theta.

Eliminate theta from the following.cos ec theta-sin theta=a^(3),sec theta-cos theta=b^(3)

The elimination of theta from x cos theta+ysin theta=2 and xsin theta-y cos theta=4 will give: x cos theta-ysin theta=2 and xsin theta-y cos theta=4 से theta का निष्काषित करने पर क्या मिलेगा