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Polar to rectangular equation calculator wolfram
Polar to rectangular equation calculator wolfram












polar to rectangular equation calculator wolfram

The vector plot shows a 2D graph with positive and negative x and y rectangular coordinate axes. The positive value of θ shows a counter-clockwise direction from the x-axis and the negative value shows a clockwise direction from the x-axis.

polar to rectangular equation calculator wolfram

The value of r shows the vector length or magnitude of the resultant vector which is always a positive value.Īlso, the value of θ is obtained by putting the values of x and y in the following equation: The value of r is obtained by putting the values of x and y in the following equation: The result block shows the values for r and θ. The default values set for the x and y coordinates are 3 and -2, respectively. The calculator shows the interpreted values for the x and y coordinates for which the polar coordinates are determined. The output will show four windows as follows: Input Interpretation: Press the submit button for the calculator to process the polar coordinates r and θ. Step 1:Įnter the x and y coordinate values against the blocks titled x and y respectively. Here are the steps required to use the rectangular to polar equation calculator. How To Use Rectangular to Polar Equation Calculator It is obtained from the rectangular coordinate equation (x+ιy).

polar to rectangular equation calculator wolfram

θ is the angle from the positive x- axis in the counterclockwise direction. The polar coordinates r and θ give the position of point P where r is the radius of the circle or the distance traveled from the center of the circle to the point P. This calculator takes rectangular components x and y as input where x is the distance of a point P from the origin (0,0) along the x-axis and y is the distance of the point P from the origin along the y-axis. What Is a Rectangular to Polar Equation Calculator?Ī rectangular to polar equation calculator is an online calculator that converts two-dimensional rectangular coordinates into polar coordinates. The Rectangular to Polar Equation calculator is used to determine the position of the point P(x,y) by finding the polar coordinates (r,θ). These two systems are used to determine the position of a point in a 2D plane. The Rectangular to Polar Equation calculator deals with two coordinate systems: the rectangular or the Cartesian Coordinate System and the Polar Coordinate System. Rectangular to Polar Equation Calculator + Online Solver With Free Steps














Polar to rectangular equation calculator wolfram