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13 Nov 2019
Question 1 i) Prove that the following limits below does not exist 3x2 lim Question 2 partial derivatives, ction -) where Question 3 Use polar co-ordinates to find the volume of the ice cream cone bounded below by the single cone : =- 1x2 + v 2 and above the paraboloid :--+--3 Question 4 Calculate the volume of a tetrahedron bounded by the planes x= 0, y=0, and z-0, -3x +2y +z = 6 Question 5 In each part, rewrite the double integral as an iterated integral in polar co-ordinates and evaluate // tan(sr1 +3y )cyde Question 6 Use spherical coordinates to find the volume of the region Q bounded by the hemispheres of equations Indicated below: Above: =-V4-x 2-y 2 and below :- 1-x2-y2 and the cone of equation : -k'ty
Question 1 i) Prove that the following limits below does not exist 3x2 lim Question 2 partial derivatives, ction -) where Question 3 Use polar co-ordinates to find the volume of the ice cream cone bounded below by the single cone : =- 1x2 + v 2 and above the paraboloid :--+--3 Question 4 Calculate the volume of a tetrahedron bounded by the planes x= 0, y=0, and z-0, -3x +2y +z = 6 Question 5 In each part, rewrite the double integral as an iterated integral in polar co-ordinates and evaluate // tan(sr1 +3y )cyde Question 6 Use spherical coordinates to find the volume of the region Q bounded by the hemispheres of equations Indicated below: Above: =-V4-x 2-y 2 and below :- 1-x2-y2 and the cone of equation : -k'ty
Patrina SchowalterLv2
14 Aug 2019