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Assignment #  2 (Graded)


MTH301 (Fall 2014)


            Total marks: 40

             Lecture # 1 to 17  

                                                                                        Due date: December 17, 2014


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Question No: 1


Convert the cylindrical coordinates into spherical coordinates.

Question No: 2


Let, then find  at (0, 1).


Question No: 3

Find the equations of tangent plane and normal line to the surface x^2+y^2-z=17 at the point P(1,2,-3).




Question No: 4


Find the critical point(s) of f(x,y)=3x^2+2y^2-xy-3x and check whether it is relative maxima, relative minima or a saddle point by using second partial derivative test.

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Replies to This Discussion

I have tried to solve these questions. Please note and inform about the any errors if found. (File attached)


Please Discuss here about this assignment.Thanks

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