The polar equation of a curve is given by r \cos ( heta -\alpha )= ho , where heta is the polar angle and \alpha , ho are constants. Find the cartesian equation of the curve.

Question

The polar equation of a curve is given by   r \cos (	heta -\alpha )=ho  , where   	heta   is the polar angle and   \alpha , ho   are constants. Find the cartesian equation of the curve.

Answer

x \cos \alpha +y \sin \alpha =\rho

Answer

x \cos \alpha -y \sin \alpha =\rho

Answer

x \cos ^2 \alpha +y \sin ^2 \alpha =\rho ^2

Answer

None of the above choices.

Answer

x \cos \alpha -y \sin \alpha =\rho ^2

Crowdly

The polar equation of a curve is given by r \cos (\theta -\alpha )=\rho , whe...

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