For each of the following coordinates, choose the corresponding point on the polar coordinate axes above. Then convert the point from polar coordinates to Cartesian coordinates. The polar coordinates (6,$\frac{5\pi}{3}$) correspond to the point
The Cartesian coordinates of the point are $(x,y)=$ ( , ). The polar coordinates (6,$\frac{7\pi}{6}$) correspond to the point
The Cartesian coordinates of the point are $(x,y)=$ ( , ). The polar coordinates (6,$\frac{4\pi}{3}$) correspond to the point
The Cartesian coordinates of the point are $(x,y)=$ ( , ). The polar coordinates (2,$\frac{3\pi}{4}$) correspond to the point
The Cartesian coordinates of the point are $(x,y)=$ ( , ). What are the Cartesian coordinates of the general point $(r,\theta)$?
The $x$ coordinate is...



The $y$ coordinate is...