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IN MATLAB he location of a point P in a Cartesian plane can be expressed in either the rectangular coordinates (x,y) or the polar coordinates
IN MATLAB
he location of a point P in a Cartesian plane can be expressed in either the rectangular coordinates (x,y) or the polar coordinates (r,0), as shown in the figure below. The relationships among these two sets of coordinates are given by the following equation: y=: r sin e-tan1 Write two functions rectTOpolar and polarTOrect that convert coordinates from rectangular to polar form, and vice versa, where the angle &is expressed in degrees. Note that MATLAB's (and also C's) trigonometric functions work in radians, so we must convert from degrees to radians and vice versa when solving this problem. The relationship between degrees and radians is: 180 degrees = radiansStep by Step Solution
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