Concentrated experience on the specific needs of the community groups

References:

Integral Calculus Course Description: Riemann Sums, Area, Fundamental theorem of Calculus, Definite Integrals, Numerical integration. Transcendental Functions, their differentiation and integration, Indeterminate forms. All sorts of techniques of integrations, Improper integrals. Applications of integrations. Particularly Area, volume, arc lengths. Integrals in Polar coordinates. Parametric Equations for the curves

Introduction to Differential Geometry (3+1) credit-hours: Theory of curves in R3. Regular curves and reparametrization, Serret-Fernet apparatus and theorem, existence and uniqueness theorems for space curves. Local theory of surfaces: Simple surfaces, coordinate transformations, tangent vectors and tangent spaces, first and second fundamental forms, normal and geodesic curvatures, Weingarten map, principal, Gaussian and mean curvatures. Geodesics, equations of Gauss and Codazzi-Mainardi.

Prerequisite: 202M and 242M

Differential and Integral Calculus ( 4 hour course) Description of the course: Caresian ,cylinderical and spherical coordinate systems. Functions of two and three variables. Limits and continuity. partial derivative, the chain rule, extrema of functions of two variables, Lagrange multiplier. Double integral, doule integrals in polar coordinates. triple integral. Sequences, infinite series, convergence test, representation of functions by power series. Taylor and Maclurain series

Prerequisite: Math 102

مقرر أساسي سابق لطلاب كلية الطب البشري

The Objectives of the course are the followings :-

452 Orthopedic surgery course is a 6 weeks course for 4th year medical students

Saudi orthopedic surgery residency program is five years in length. The program is designed to provide residents a thorough grounding in fundamental knowledge of orthopaedic surgery, as well as to develop diagnostic and therapeutic judgment along with the requisite surgical skills needed to practice medicine and surgery.