Rectangular to Polar Conversion Calculator

Enter value and click on calculate. Result will be displayed.
For (x1, y1) and (x2, y2)
If (x1 > x2) then x = x1 - x2 else x = x2 - x1
If (y1 > y2) then y = y1 - y2 else y = y2 - y1
R = Sqrt(x2+y2)       Angle = tan -1(y/x)

Enter your values:
Rectangular coordinates

X1:
Y1:
X2:
Y2:

Result:

Polar Coordinates

R:
Angle:
deg

What is a Rectangular to Polar Conversion Calculator?

A Rectangular to Polar Conversion Calculator is a tool used to convert complex numbers or 2D coordinates from rectangular (Cartesian) coordinates to polar coordinates. In rectangular coordinates, a point is defined by its x and y values, whereas in polar coordinates, a point is defined by its radius (r) and angle (θ).


Why Use a Rectangular to Polar Conversion Calculator?

A Rectangular to Polar Conversion Calculator is useful for:

  • Simplifying calculations in problems involving rotational motion, waveforms, and oscillations.
  • Converting data from one coordinate system to another for better analysis, particularly in fields like physics, engineering, and signal processing.
  • Visualizing complex numbers in the polar form, which is more intuitive for operations like multiplication and division.
  • Electrical engineering to work with alternating current (AC) circuits, where impedance is often expressed in polar form.

When to Use a Rectangular to Polar Conversion Calculator?

  • In physics and engineering to analyze systems involving rotations or oscillations (e.g., angular velocity or acceleration).
  • In electrical engineering for analyzing AC circuits, where impedance is often represented in polar form.
  • In navigation or robotics when working with polar coordinates in location tracking or movement control.
  • In signal processing and communication systems, where Fourier transforms often lead to polar representation of complex numbers.
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About This Calculator
Created at  2024/12/31
Updated :
2025/03/15
Views :
193679
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