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Example Questions
Example Question #17 : Polar Calculations
Convert the cartesian point into polar coordinates.
Cartesian coordinates are written in the form .
In this problem, and .
Using the conversion formulas and ,
The polar point is .
Example Question #18 : Polar Calculations
Convert the cartesian point into polar coordinates.
Cartesian coordinates are written in the form .
In this problem, and .
Using the conversion formulas and ,
The polar point is .
Example Question #19 : Polar Calculations
Convert the cartesian point into polar coordinates.
Cartesian coordinates are written in the form .
In this problem, and .
Using the conversion formulas and ,
The polar point is .
Example Question #20 : Polar Calculations
Convert into polar coordinates.
Substituting the conversion formulas and into the cartesian equation,
we get
Example Question #21 : Polar Calculations
Convert into polar coordinates.
Substituting the conversion formulas and into the cartesian equation,
we get
Using the identity,
Example Question #22 : Polar Calculations
Convert into polar coordinates.
Substituting the conversion formulas and into the cartesian equation,
we get
Using the identity,
Example Question #23 : Polar Calculations
Convert into cartesian coordinates.
To make converting this expression easier, we will multiply both sides of the equation by , giving us
Substituting the conversion formulas and into the polar equation, we get
Example Question #171 : Polar
Convert into cartesian coordinates.
To make converting this expression easier, we will multiply both sides of the equation by , giving us
Substituting the conversion formulas and into the polar equation, we get
Example Question #25 : Polar Calculations
Convert into cartesian coordinates.
To make converting this expression easier, we will multiply both sides of the equation by , giving us
Substituting the conversion formulas , and into the polar equation, we get
Example Question #21 : Polar Calculations
Convert into polar coordinates.
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