Applied Mathematics

I. Vector Calculus

Vector algebra; scalar and vector products; gradient; line, surface and volume integrals.

II. Statics

Composition and resolution of forces; parallel forces; equilibrium; centre of mass.

III. Dynamics

Motion in a straight line; simple harmonic motion; conservative forces; planetary orbits.

IV. Ordinary differential equations

V. Fourier series and partial differential equations

VI. Numerical Methods