I need mat lab code for these.
Granh the curve with the vector equation 1/2 1, 1t. sin 3t sin t), t 0,50 2) Use Matlab to graph the functions using different domains and viewpoints. Get a printout of one that, in your opinion, gives a good view. Plot also some contour curves of the same function and compare with the graph (a) , y)2 te-10, 10 Note: commands meshgrid, mesh, surf, contour may be useful in plotting surfaces and contour curves. 3) Use Matlab to graph the function using different domains and viewpoints. Comment of limiting behavior of the function. What happens when both r and y become large? What happens when (x, y) approaches the origin! 4) Graph the surface z - arctan(ry-) and the tangent plane at the point (1,1, Ï/4). (Choose the donain and viewpoint 80 that you get a good view of both the surface and the tangent plane.) Then zoom in until the surface and the tangent plane become indistinguishable.
Show transcribed image text Granh the curve with the vector equation 1/2 1, 1t. sin 3t sin t), t 0,50 2) Use Matlab to graph the functions using different domains and viewpoints. Get a printout of one that, in your opinion, gives a good view. Plot also some contour curves of the same function and compare with the graph (a) , y)2 te-10, 10 Note: commands meshgrid, mesh, surf, contour may be useful in plotting surfaces and contour curves. 3) Use Matlab to graph the function using different domains and viewpoints. Comment of limiting behavior of the function. What happens when both r and y become large? What happens when (x, y) approaches the origin! 4) Graph the surface z - arctan(ry-) and the tangent plane at the point (1,1, Ï/4). (Choose the donain and viewpoint 80 that you get a good view of both the surface and the tangent plane.) Then zoom in until the surface and the tangent plane become indistinguishable.