The course introduces the student to the skills of reading, expression, dialogue, summarization, and text analysis. It also masters writing skills in addition to using rhetorical methods according to basic grammar principles.

This course covers the basic grammar of the English language and how to use it, the basic tenses, how to form sentences in questions, negatives and affirmative statements, the use of the language in everyday conversations, and how to write sentences in English with correct spelling and grammar.

This course is a university requirement and provides the student with many topics related to Islamic culture that lead to the consolidation of the principles of Islam. Through it, the student learns about the correct approach for a Muslim to deal with his era, with its data and challenges.

This course covers the basic skills and key concepts related to ICT, computer hardware, equipment and software.

The subject contributes to strengthening the Libyan identity and shaping the national cultural awareness of the student. It also seeks to instill the national spirit and pride in belonging to the homeland.

This course aims to provide the student with knowledge, skills and trends by introducing the principles of general psychology, the concept of psychology, and its most important theoretical and applied branches.

The course provides a general study of sets, intervals and inequalities, relations and functions, types of real algebraic functions and non-algebraic functions.

This course covers exponents and roots, equations with roots, limits and partial fractions, the fundamental theorem of division, the fundamental theorem of algebra, partial fractions. Permutations and combinations, mathematical reasoning, the binomial theorem.

This course covers vectors, coordinates in the plane, curves and parametric representation of curves, and lines in the plane.

This course covers some general statistical concepts, tabular and graphical presentation of statistical data, measures of central tendency, measures of dispersion, correlation and regression, time series.

The course studies the concept of Arabic writing and knowledge of the Arabic letter, the hamzat al-wasl and hamzat al-qata’, the alif, and other matters related to Arabic writing. The course also introduces functional writing and its types.

Develop the student's ability to communicate effectively in writing in English. Providing the student with language skills (reading and writing) that enables him to use the language correctly.

This course is a university requirement that provides the student with many topics related to Islamic culture, which leads to the consolidation of the principles of Islam.

This course covers the basic skills and key concepts involved in using spreadsheets and using standard mathematical formulas and functions.

Providing the student teacher with knowledge and skills and instilling in him values ​​and attitudes that contribute to preparing and qualifying him for the teaching profession by learning about the concepts, patterns, characteristics and functions of education.

This course covers limits, continuity, continuity, differentiation, and some applications of differentiation.

This course covers the circle, definition and equation, conic sections and their types, and some applications and exercises.

This course covers matrices, determinants, systems of linear equations and methods for solving them using matrices and determinants.

The course includes a scientific, critical, analytical study of the topics of the prescribed mathematics books in years (7 - 9) with solutions to the exercises in the curriculum books.

This course covers probability, random variables and their probability distributions such as the binomial and Poisson distributions.

The course studies the concept of Arabic writing and knowledge of the Arabic letter, the hamzat al-wasl and hamzat al-qata’, the alif, and other matters related to Arabic writing. The course also introduces functional writing and its types.

Providing the student with the most important modern teaching strategies and providing him with the knowledge, skills, values and positive attitudes required by the teaching profession.

Introducing the student to the curriculum in terms of its origin, development, significance and meaning, the components of the educational curriculum, and the characteristics of the modern curriculum.

This course covers specific integration, indefinite integration, integration methods, and integration applications.

This course covers coordinate systems in three dimensions (cartesian, cylindrical and spherical), equations of surfaces and curves in space, the plane and its equation, the line in space, the sphere, cylinder, cone and solids.

This course covers vector spaces, linear transformations, inner product spaces, eigenvalues ​​and eigenvectors of a matrix.

The course includes a scientific critical analytical study of the topics of the prescribed mathematics books in the years (10 - 12) with solutions to the exercises in the curriculum books.

The course covers logical propositions, logical connectives, truth tables, logical equivalence, propositional algebra, logical arguments, rules of inference, methods of proof, sets, relations, functions, countable sets, and ordered sets.

The course studies the concept of Arabic writing and knowledge of the Arabic letter, the hamzat al-wasl and hamzat al-qata’, the alif, and other matters related to Arabic writing. The course also introduces functional writing and its types.

This course deals with the study of the subject of educational psychology and its importance in the educational process, with a focus on educational objectives, their levels and their formulation.

Distinguishing between scientific research and scientific activity, its basics, and how to approach the steps of scientific research.

This course covers functions in several variables, limits, continuity, partial differentiation, implicit differentiation, and applications of partial differentiation.

This course covers first-order, second-order and higher-order differential equations and Laplace transforms.

This course is a theoretical basis for the practical education course, as it covers the concept of the mathematics curriculum and the statistics curriculum, and some strategies for teaching mathematics and statistics.

The course covers numbers throughout history from the ancient Egyptians to the Arabs and Muslims, the history of the development of the components of mathematics, and famous mathematicians.

The course covers discretization, moments, moment generating function, the most important discrete and continuous probability distributions, probability distribution functions, mathematical expectation, covariance and correlation.

Measurement and evaluation are among the basic skills that a teacher must master and be part of his professional behaviors.

The content of this course is divided into five main axes: communication skills, educational tools, educational technologies, systems introduction, and e-learning and education.

This course covers double integrals, triple integrals, line integrals, surface integrals, sequences and series.

This course covers the system of linear ordinary differential equations and their solution, solving the second order linear equation in the form of power series.

This course covers the real number line, real number sequences and their convergence, Archimedes' property, n-dimensional Euclidean space and its topology, compactness and relatedness, limits and continuity.

This course covers binary operations and their properties, groups and their basic properties, and group homology.

This course covers sampling distributions, statistical estimation, and hypothesis testing.

Providing the student teacher with the most important knowledge, skills, values ​​and attitudes in the field of school administration.

Providing the student teacher with knowledge, skills, values ​​and attitudes by learning about the concept of mental health and its manifestations.

This course covers the gradient operator, divergence operator, roll operator, and applications through voltage theorems.

The course covers complex numbers, trigonometric inequalities, topology of the complex plane, functions in a complex variable, elementary functions, transformations.

The course covers Taylor series, Maclaurin series, convergence property, linear interpolation, numerical solution of a single equation, numerical solution of a system of linear equations, calculus, error analysis.

The course covers rings and their basic properties, subrings and their properties, the integer region and its properties, domains, the relationship between the integer region and the domain, ideals and their properties, and cyclic isomorphism and its properties.

Practical education is an educational training program, through which what student teachers have learned theoretically is applied in a direct performance manner in educational institutions.

This course covers linear and nonlinear partial differential equation, origin of partial differential equation, first order partial differential equation, second order linear differential equation.

Advantages of sampling method and some basic concepts, simple random sampling, stratified, systematic and cluster sampling, selection of a probability sample proportional to size, some special estimators, double sampling.

This course covers derivatives of functions such as directional derivatives and partial derivatives, integration and integrability, Riemann integral and its properties, sequences and series of functions and convergence.

The student prepares a graduation research in which he applies all the skills and basics studied in the research and its correct methods and techniques in order to reach logical, organized and sound results.

Complex integral, Cauchy's theorem and Cauchy's integral formula, sequences and series of complex numbers, sequences and series of complex functions and uniform convergence.

Using ready-made statistical programs such as SPSS and MINITAP to study some topics such as tabular and graphical presentation of data, central tendency, population statistics, probability, and some special distributions.