The module covers
<ul>
<li> Multiple Integrals (8 lectures),</li>
<li> Applications of Multiple Integrals (8 lectures),</li>
<li> Line Integrals and Green's Theorem (8 lectures),</li>
and explains how these topics can be applied to
<li> Computing areas and volumes, quantity surveying</li>
<li> concentration of electric charge on surfaces, moments of inertia (how easy it is to spin an object), epidemiology (probability density functions),</li>
<li> studying the work done by different forces as they cause objects to move through space.</li></ul>

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Pre-requisite Knowledge. It is assumed that students have taken 1st year calculus courses in differentiation and Integration along with MA211, a course on multivariate calculus with vector calculus and differentiation. Of course, not all of you are in this category. Here are the key outcomes which you might need to refresh or catch up on. Some online problems in WeBWorK will be posted here soon to allow you practice these types of problem.
<ul>
<li> I variable Integration (concepts + basic computations)
<li> 1-variable integaration (techniques - substitution, by parts ...)
<li> Multivariate Calculus (graphs of functions f(x,y)->R describing surfaces)
<li> Multivariate Calculus (partial derivatives)
<li> Vector Functions
</ul>