Prerequisite: MATH 202 Introduction to partial differential equations (PDEs), origins and solution of first-order partial differential equations, origins and solution of second-order partial differential equations, Canonical forms of second-order PDEs, s
Nature and scope of statistics, scales of measurements, measure of central tendency and dispersion for grouped data, moments, skewness and kurtosis, fundamental rules of counting, basic probability, moments in probability context.
Nature and scope of statistics, scales of measurements, measure of central tendency and dispersion for grouped data, moments, skewness and kurtosis, fundamental rules of counting, basic probability, moments in probability context.
Prerequisite: PHYS 103 or /MATH 201 or MATH 203 Vector analysis and special function curvilinear coordinates, Legendere polynomials, Bessel functions, Neuman functions, Couchy-Riemna equations, Fourier series and Fourier transformations, Tensor analysis
Prerequisite: MATH 101 or A Level Mathematics or Intermediate with Mathematics Introduction to system of linear equations, matrices and matrix operations, elementary matrices, Gaussian elimination, Gauss Jordan method for solving a system of linear equat
Prerequisite: MATH 202 Introduction to integral equations, linear and non-linear integral equations, Volterra and Fredholm integral equations, conversion of ordinary differential equations to integral equations, integral equations with symmetric and sepa
Prerequisite: MATH 101 or A Level Mathematics or Intermediate Mathematics This course is open only to Computer Science majors. Similar to MATH 102, MATH 201 The focus of this course is the study of the inverse relationship that exists between di erentia
Prerequisite: MATH 101 or A Level Mathematics or Intermediate with Mathematics Functions, Graph of functions, Translation, stretching and compressing graphs. Limit, continuity and differentiability, Differentiation and its basic rules, Indeterminate for
Fundamentals, solution of equations and inequalities, lines, functions, linear and quadratic functions, polynomial and rational functions, operations on functions, inverse functions, synthetic division, remainder and factor theorem, partial fractions, exp
Basic algebra and number theory, rounding, estimating and scientific notation, algebraic expressions, fractions, factoring, solving equations, two equations with two unknowns and their applications to daily life problems, quadratic equations and their app