MAT237Y1 Study Guide - Piecewise, Density
Document Summary
F zyx: suppose (a) [5 marks] is there a real number a such that. We have k y az j x i where a is a constant. 0 for all values of a and so there is no value of a. F curl k j y z x y. Hence div such that (b) [7 marks] in case. , where c is the portion of the curve of z = intersection of surfaces. In this case be satisfied) we get a required parametrization of c : zyx. , then along the line segment in moving a particle from the origin along the e yy x. , and then from j to the point. )2,0( back to the origin along y-axis: [8 marks] use green"s theorem (check if applicable!) to find the work done by the vector y field x upper semicircle from. Consider the region d enclosed by the path followed by the particle.
