In this course we will cover

**Vector Algebra**:
Scalars and vectors; types of vectors; addition and subtraction; multiplication
and division by a scalar; position vector of point of division, scalar (or dot)
product; vector (or cross) product scalar triple product; vector triple
product; vector product of vectors; reciprocal vector triads; applications of
vector algebra.

**Vector
Calculus**: Differential vector calculus; applications of differential geometry
and mechanics; Integral calculus; Riemann, line, vector line, double, surface
and volume. Gradient of a scalar
function;Divergence of a vector; curl of a vector. Stoke’s and Green’s
theorems: orthogonal curvilinear
coordinates.

- Teacher: Michael Oyengo