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Create 4 user defined local functions myspiral, myspirals, mydistance, mydistances, that carry out the work described below. The function named myspiral should take one parameter t, and return two vectors, x,y that are filled with the xycoords for the parametric equations shown below. For this problem we are also practicing using while loops, so you should use a while loop to calculate each of the values in the x and y vectors that are returned. cos(1) max(1) + sin(t) max(t) For this The function named myspirals should take one parameter t and return three vectors, x,y,z that are filled with the xyzcoords for the parametric equations shown below. problem we are also practicing using while loops, so you should use a while loop to calculate each of the values in the x, y, and z vectors that are returned. x = sin(t) sin(641) y = sin(1) cos(641) 2 = cos(1) The function named mydistance should take two parameters, X and y and return the distance of the line described by those xycoords. Your mydistance function should use the pythagorean formula to calc the distance in 2D and return the sum of the lengths of each line segment as shown below. The mydistance function should use a while loop to calculate the sum of the lengths of each line segment. The function named mydistances should take three parameters, x,y,z and return the distance of the line described by those xyzcoords. Your mydistances function should use the pythagorean formula to calc the distance in 3D and return the sum of the lengths of each line segment, similar to mydistance (above) except in 3D. The mydistance function should use a while loop to calculate the sum of the lengths of each line segment. peza. Create a domain t such that @