Solid analytic geometry; partial derivatives; multiple integrals. PR: MATH 230.
Equations of order one; linear differential equations; nonhomogeneous equations; variation of parameters; differential operations; Laplace transformation; nonlinear equations; power series methods; applications. PR: MATH 230. Spring.
Systems of linear equations, matrices and determinants; vector spaces; linear transformations; inner and outer products; eigenvalues and canonical forms. PR: MATH 230.
This course is an introduction to the numerical analysis. The primary objective of the course is to develop the basic understanding of numerical algorithms and skills to implement algorithms to solve mathematical and engineering problems on the computer.