[ \oint_C P , dx + Q , dy = \iint_R \left( \frac\partial Q\partial x - \frac\partial P\partial y \right) dA ]
: ( \nabla f = \langle f_x, f_y, f_z \rangle ). ma1511 cheat sheet
$A\mathbf
The calculus section usually appears in the first half of the course. It assumes you know the basics but requires mastery of advanced techniques. [ \oint_C P , dx + Q ,
[ \textArea(R) = \iint_R 1 , dA ]