Rectangular To Polar Calculator

The two dimensional in the polar coordinate system can be converted only to other two dimensional coordinate system. In the rectangular coordinate system, the distance of X and Y axis can be represented as (x, y) coordinates. Therefore, x-coordinate and y-coordinate are the rectangular coordinate system. Here, you can convert Rectangular to polar coordinates based on the known values of X and Y axis using Rectangular To Polar Calculator.

Convert Rectangular To Polar Coordinates

length
length
length
degree

The two dimensional in the polar coordinate system can be converted only to other two dimensional coordinate system. In the rectangular coordinate system, the distance of X and Y axis can be represented as (x, y) coordinates. Therefore, x-coordinate and y-coordinate are the rectangular coordinate system. Here, you can convert Rectangular to polar coordinates based on the known values of X and Y axis using Rectangular To Polar Calculator.

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Formula:

Distance = √(x2) + (y2) Angle = Z(y/x) Where, r = Distance x = X Coordinate y = Y Coordinate a = Angle

Example

If the rectangular coordinates are (12,15). What is its equivalent polar coordinates?
Distance = √(x2) + (y2)
= √(122) + (152)
= 19.2094
Angle = Z(y/x)
= Z(15 / 12)
= 51.3402 degrees.

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