Duration: 22 weeks excluding examining period.
Number of lectures per week: 3.5
Assessment:
End-of-year Examination: Two 1.5-hour examination in January and June
Description:
Laplace transforms
Vector valued functions
Motion in 3-d space
Tangent vectors
Curve lengths, 2-d areas
Integrals in polar co-ords
Partial differentiation
Directional derivation
Grad, Div, Curl
Taylor expansions
Maxima & Minima
Multiple integrals in 3-d
Spherical & Cylindrical Co-ords
Green, Stokes & Divergence theorems
Eigenvalues, eigenvectors
Bases of Rn, linear independence
Diagonalisation of matrices.
Jun 10, 1998