MATH 242 Engineering Mathematics II
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Differential equations of first order, separable equations. Linear differential equations of higher order, homogeneous and nonhomogeneous equations. Numerical solutions of differential equations. Runge-Kutta method, boundary-value problems. Differential calculus of functions of several variables, Taylor series approximation. Jacobians, maxima and minima of a function, Method of Lagrange multipliers. Functions of a complex variable, differential complex calculus. Complex integration, Cauchy's theorem. Complex series, Taylor and Laurent series. Residue theorem.
Credit units: 4 ECTS Credit units: 6.5, Prerequisite:
MATH 241.
Autumn Semester (Arif Bülent Özgüler)
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