المواد الدراسية
Bounded subsets of the real line; supremum and infimum, completeness axiom; convergent sequences, Cauchy criterion, subsequences; series of numbers, generalized tests of convergence; limits of…
Cartesian, cylindrical and spherical coordinate systems, Functions of two and three variables, limits and continuity, partial derivatives, the chain rule, extrema of functions of two variables,…
Linear Algebra MATH 246 (Linear Algebra) Course Description: Matrices and their operations. Types of matrices.…
Conic Sections. Polar coordinates. Anti-derivatives, indefinite integral. Definite integral and its properties, simple methods of integration (substituation, by parts). Applications of the…
Sequences limit of a sequence (definition and theorems), infinite series, geometric series, convergent and divergent series, tests for convergence (integral, comparison and ratio…
نظرية الأعداد المبدأ الأول والثاني للاستقراء الرياضي، مبدأ الترتيب الحسن، قابلية القسمة، خوارزمية إقليدس، الأعداد الأولية وبعض خواصها، المعادلات الدايوفانتينية الخطية، التطابقات وخواصها،…
MATH 202: Vector Calculus (3+1) credit-hours Basic concepts(syllabus): Vectors in two and three dimensions, scalar and vector products, equations of lines and planes in 3-dimensional space.…
Topological spaces: Definition and examples of topological spaces, Comparison between topological spaces, Open and closed sets, Closure of a set, Interior, boundary , exterior and derived…
Numerical techniques for solving nonlinear equations including the study of error analysis and rate of convergence. Solving systems of linear equations by direct and interative methods.…
Introduction to logic, methods of proof, mathematical induction. Sets, operations, on sets, cartesian product, binary relation, partition of a set, equivalence relation, equivalence classes,…