(Solved) : Range 3 Q44078678 . . .
Having some difficulty with matlab
(a) Over the range –3 <x<3, -3 <y<3, plot the vector function v = -yî + x3 ġ using the quiver function in Matlab. Make sure to use the “axis tight” command in Matlab so that there is no unused white space in the plot. Again, make sure to label your axes and to include a title. (b) Using Matlab, compute the curl of v. In what direction does the resulting vector point? Plot the magnitude of the vector using the surf command. Does the magnitude of the curl make sense, based on the visualization of the vector performed in (a)? Does the sign of the curl make sense? (c) Using Matlab, integrate the curl of the function over a square defined by -3 <x<3, -3 <y<3. To integrate using Matlab, simply sum up the values of the 2D matrix, but make sure to multiply by the increment size. (ie, sum(sum(curlv))*step*step) Show transcribed image text (a) Over the range –3
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