Learn The Skills You Need To Succeed
معلم وموجّه رياضيات معتمد ومتخصص في تدريس المناهج الدولية والأمريكية (Reveal Math, Glencoe, Miller Precalculus) وبرامج البكالوريا الدولية (MYP). مؤسس منصة إسلام أكاديمي، وخبير تأهيل الطلاب لتحقيق أعلى الدرجات والمئينات في اختبارات Digital SAT, ACT, EST، بالإضافة لاختبارات قياس في المملكة العربية السعودية (القدرات العامة والتحصيلي العلمي).
Select any course below to review curriculum topics, live and recorded sessions, and proceed directly to instant enrollment.
Complete coverage of Quantitative and Verbal sections with real exam paper solutions, fast problem-solving heuristics, and CBT practice tests.
Master Modules 1 & 2 adaptive formats, learn high-speed Desmos graphing calculator techniques, and practice real College Board questions.
In-depth lessons on linear equations, quadratic functions, inequalities, and graphing techniques aligned with the Reveal Math program.
Master geometric proofs, congruence, similarity, trigonometry, circles, and 3D shapes with detailed problem-solving walkthroughs.
Advanced study of polynomials, rational expressions, exponential and logarithmic functions, and introductory trigonometry.
Intensive foundation and exam revision covering the high school scientific syllabus to maximize admission scores for top universities.
Detailed walkthrough of Miller's 2024 curriculum covering analytic trigonometry, vectors, matrices, polar coordinates, and limit concepts.
Rigorous preparation for university-level calculus, focusing on function analysis, conics, sequences, series, and parametric equations.
Core principles of differential and integral calculus, including limits, continuity, rate of change, integration techniques, and real-world applications.
نحرص في إسلام أكاديمي (Eslam Academy) على تقديم تجربة تعليمية واضحة وموثوقة، ولذلك نوضح فيما يلي سياسة الاسترجاع والاسترداد الخاصة بالبرامج والدورات التعليمية والخدمات التي يتم شراؤها من خلال المنصة.
"SAT Math Preparation Course"
This comprehensive course is designed to help students excel in the mathematics section of the SAT exam. It covers essential topics such as Problem Solving and Data Analysis, Heart of Algebra, and Passport to Advanced Math. Through in-depth lessons, practice problems, and strategic tips, students will enhance their quantitative literacy, master algebraic concepts, and tackle complex equations. The course includes hundreds of examples and practice problems to ensure thorough preparation and confidence on test day.
The SAT Math course covers various topics designed to test your mathematical abilities and problem-solving skills. Here's an overview of the primary areas taught:
Heart of Algebra: Focuses on linear equations, systems of linear equations, and linear functions.
Problem Solving and Data Analysis: Emphasizes data interpretation and real-world problem-solving.
Passport to Advanced Math: Involves complex equations and functions.
Additional Topics in Math: Covers miscellaneous topics, including geometry, trigonometry, and complex numbers.
The course often includes practice problems, test-taking strategies, and timed practice tests to build your confidence and improve your performance on the actual exam.
The Grade 11 Algebra 2 course in the "Reveal Math" series delves into advanced algebraic concepts, helping students build a strong mathematical foundation. Here's a concise summary:
Key Topics:
Polynomial Functions:
Understanding, analyzing, and graphing polynomial functions.
Operations with polynomials, including addition, subtraction, multiplication, and division.
Theorems related to polynomials, such as the Remainder and Factor Theorem.
Rational Functions:
Simplifying, analyzing, and graphing rational functions.
Operations with rational expressions.
Solving rational equations and understanding asymptotic behavior.
Exponential and Logarithmic Functions:
Exploring the properties and applications of exponential functions.
Understanding logarithms, their properties, and their relationship to exponentials.
Solving exponential and logarithmic equations.
Sequences and Series:
Investigating arithmetic and geometric sequences and series.
Using formulas to find specific terms and sums of sequences.
Conic Sections:
Analyzing and graphing parabolas, ellipses, hyperbolas, and circles.
Understanding the geometric definitions and properties of conic sections.
Probability and Statistics:
Exploring concepts of probability, including conditional probability and independent events.
Analyzing data using statistical measures and understanding distributions.
Trigonometry:
Understanding the unit circle, trigonometric functions, and their properties.
Solving trigonometric equations and applying trigonometry to real-world problems.
Throughout the course, students engage in problem-solving and critical thinking activities, apply algebraic concepts to real-world situations, and use technology to explore and visualize mathematical ideas. The curriculum aims to enhance students' mathematical reasoning and prepare them for higher-level math courses.
BS - High School Mathematics (Geometry) based on Reveal Math Geometry.
Focuses on geometric reasoning, deductive proofs, triangle trigonometry, and spatial analysis through structured lessons and practice sets.
BS - High School Mathematics (Geometry) based on Reveal Math Geometry. Focuses on geometric reasoning, deductive proofs, triangle trigonometry, and spatial analysis through structured lessons, worked examples, and assessments.
By the end of this course, students will be able to:
By the end of the Algebra 1 course, students will have a solid understanding of fundamental algebraic concepts and skills. This foundational knowledge will prepare them for more advanced math courses and real-world problem-solving. The course covers a variety of topics, including:
Linear Equations and Inequalities: Students will learn to solve and graph linear equations and inequalities, understanding their real-life applications.
Functions: The course introduces the concept of functions, including how to interpret, analyze, and graph them.
Polynomials: Students will explore polynomial expressions, operations, and factorization techniques.
Quadratic Equations: The course covers solving quadratic equations through various methods, such as factoring, completing the square, and the quadratic formula.
Rational Expressions and Equations: Students will learn to simplify, multiply, divide, add, and subtract rational expressions and solve rational equations.
Systems of Equations: The course teaches students how to solve systems of linear equations using graphing, substitution, and elimination methods.
Worksheets: The course includes numerous worksheets that provide additional practice problems and exercises, helping students reinforce their understanding of key concepts.
Videos: Engaging video lessons break down complex topics into easy-to-understand segments, offering visual explanations and step-by-step solutions.
Online Exams: The course offers a series of online exams that simulate the actual testing experience. These practice tests help students assess their progress, build test-taking skills, and identify areas for improvement.
Upon successfully finishing the course, students will receive a Certificate of Completion, acknowledging their hard work and mastery of Algebra 1 concepts.
With this well-rounded approach, students will be well-equipped to excel in future math courses and tackle real-world problems with confidence.
The Grade 8 Reveal Math course is designed to deepen students' understanding of mathematical concepts, enhance their problem-solving skills, and prepare them for higher-level math courses. Here's a brief summary of what you can expect in this course:
Rational Numbers: Understanding and working with fractions, decimals, and percentages.
Equations and Inequalities: Solving linear equations and inequalities, and exploring their applications.
Functions: Introduction to functions, their representations, and how to interpret them.
Geometry: Exploring concepts of congruence and similarity, understanding the Pythagorean theorem, and working with two-dimensional shapes.
Data Analysis and Probability: Collecting, analyzing, and interpreting data, as well as understanding basic probability concepts.
Exponents and Scientific Notation: Working with powers, roots, and using scientific notation to simplify large numbers.
Interactive Lessons: Engaging and interactive lessons that make learning math fun and meaningful.
Practice Problems: A variety of practice problems to reinforce understanding and build confidence.
Real-World Applications: Examples and problems that relate math to real-world situations, helping students see the relevance of what they're learning.
Collaborative Learning: Opportunities for group work and collaboration, fostering teamwork and communication skills.
Assessments: Regular assessments to monitor progress and understanding, providing feedback for improvement.
Develop strong foundational skills in various mathematical areas.
Enhance critical thinking and problem-solving abilities.
Build confidence in tackling complex mathematical problems.
Prepare for more advanced math courses in high school.
The Reveal Math series by McGraw-Hill offers a structured and interactive approach to high school mathematics, and its free trial provides educators and administrators with a preview of the digital experience for Algebra 1, Geometry, and Algebra 2. Here's a quick summary of what each course typically covers:
BS - Grade 12 Mathematics (Precalculus) based on Miller Precalculus HS 2024.
Focuses on advanced functions, polynomial algebra, and university calculus readiness through structured video lessons and assessments.
Welcome to BS – G12 Math: Precalculus. This comprehensive course is meticulously designed for high school seniors following the American Curriculum, based on Miller: Precalculus (High School Edition 2024).
Analyze domain, range, transformations, symmetry, extrema, and behavior of quadratic & polynomial functions.
Execute long & synthetic division, apply Remainder & Factor Theorems, and find complex & irrational zeros.
Determine end behavior using the Leading Term Test, identify multiplicity turning points, and sketch rational functions.
Build a rock-solid foundation for AP Calculus, SAT/DSAT Math, and university-level STEM coursework.
The SAAT (Standard Achievement Admission Test), known in Arabic as Tahsili, is a critical requirement for students in Saudi Arabia aiming for university admission. Unlike the GAT (Qudurat), which tests logic and reasoning, the SAAT is a subject-based exam that covers the official Saudi high school scientific curriculum.
The Math section evaluates your knowledge across three years of high school. The distribution of questions usually follows this pattern:
Grade Level Percentage of Exam Focus Areas
Grade 10 (1st Year) 20% Basic Algebra, Geometry foundations, and Logic.
Grade 11 (2nd Year) 40% Functions, Trigonometry, Vectors, Probability.
Grade 12 (3rd Year) 40% Calculus (Limits & Derivatives), Complex Numbers, Series.
Preparation Strategy
Since the SAAT is a timed, multiple-choice exam, a good course focuses on:
Conceptual Mastery: Understanding the "why" behind formulas (especially for Calculus).
Mental Math: You are not allowed to use a calculator during the SAAT. Courses teach shortcuts to simplify large numbers and radicals mentally.
Tajmeat (Past Papers): Solving recent "Tajmeat" is the most effective way to prepare, as many question patterns repeat annually.
Algebra & Functions
Equations: Linear, quadratic, and absolute value equations.
Logarithms & Exponents: Laws of logs and solving exponential growth models.
Matrices: Determinants, inverse matrices, and operations.
Polynomials: Factor theorem, remainder theorem, and finding roots.
Geometry & Trigonometry
Coordinate Geometry: Circles, parabolas, ellipses, and hyperbolas.
Trigonometry: The unit circle, trigonometric identities (e.g., $\sin^2\theta + \cos^2\theta = 1$), and sine/cosine laws for non-right triangles.
Vectors: Addition, dot product, and magnitude in 2D and 3D.
Calculus (High Weightage)
Limits: Finding limits algebraically and graphically.
Derivatives: Rules of differentiation (Power rule, Product/Quotient rule) and applications like finding the slope of a tangent.
Integration: Basic anti-derivatives and area under a curve.
Statistics & Probability
Permutations & Combinations: Calculating possible outcomes.
Data Analysis: Mean, median, mode, and standard deviation.
This course is specifically designed to prepare students for the Saudi National Assessment for School Performance (NAFS) in Mathematics. It focuses on strengthening core mathematical concepts, enhancing problem-solving skills, and mastering test strategies aligned with national educational standards.
Build confidence, sharpen your math skills, and achieve your highest potential!
This course is your ultimate guide to mastering the Saudi NAFS Mathematics exam. Handcrafted by Mr. Eslam Youssif, the program bridges the gap between complex mathematical concepts and active problem-solving, perfectly aligned with the Saudi national standards.
🚀 Transform your math skills and secure top results with specialized guidance!
By the end of this course, you will be fully equipped with the essential mathematical skills and exam-taking strategies required to excel in the Saudi NAFS Assessment.
The course is meticulously structured into focused modules, ensuring full coverage of all core math domains assessed in the Saudi NAFS national examinations.
Comprehensive review of sample National Assessments (NAFS) questions, multiple-choice strategies, and simulated tests designed to build actual test-day confidence[cite: 1.1.14].
Welcome to Algebra 2 (Reveal Math). This course deepens students' understanding of advanced mathematical concepts and problem-solving strategies.
Key Topics Covered:
Welcome to Algebra 2 (Reveal) - School, led by Mr. Eslam Youssif. This course expands on foundational algebraic reasoning to prepare students for advanced mathematical thinking and college readiness using the rigorous and interactive Reveal Math curriculum.
The course is structured into comprehensive modules that include:
By the end of this course, students will develop advanced algebraic reasoning, critical thinking, and rigorous problem-solving skills through the Reveal Math curriculum. Here is what you will learn:
Extend real number systems to include complex and imaginary units ($i$), solve higher-order quadratic equations, and analyze parabola transformations in multiple forms.
Analyze end behavior, factor higher-degree polynomials using theorems (Remainder & Factor), find real and complex roots, and sketch polynomial functions.
Simplify rational and radical expressions, graph functions with asymptotes and discontinuities, and solve equations while identifying extraneous solutions.
Master the inverse relationship between exponents and logarithms, apply logarithm laws, and model natural real-world phenomena like exponential growth and decay.
Explore unit-circle trigonometry, periodic functions, arithmetic and geometric sequences/series, and foundational probability models.
💡 College & STEM Readiness: This course provides the vital analytical bridge required for Pre-Calculus, AP Calculus, and standardized college admissions exams (SAT / ACT).
The Algebra 2 (Reveal Math) curriculum is structured into the following core academic subjects and thematic modules:
Algebra 1 (Reveal) is designed to build a strong mathematical foundation, focusing on core concepts, graphing skills, and real-world problem solving.
Key Topics Covered:
Welcome to Algebra 1 (Reveal) - School, led by Mr. Eslam Youssif. This course is designed to transition students from basic arithmetic to advanced algebraic thinking using the interactive and engaging Reveal Math curriculum.
The course is structured into thematic modules that include:
By the end of this course, students will develop a strong mathematical foundation, critical thinking, and problem-solving skills through the Reveal Math curriculum. Here is what you will learn:
Master the steps to solve one-step, multi-step, and absolute value equations and inequalities, including graphing their solutions on number lines and coordinate planes.
Understand what a function is, evaluate functions, and analyze and graph linear, exponential, and quadratic functions by finding intercepts, slopes, and key transformations.
Learn to solve multiple equations simultaneously using graphing, substitution, and elimination, and apply these methods to real-world word problems.
Simplify expressions, add, subtract, and multiply polynomials, and factor algebraic expressions to solve complex mathematical problems.
Interpret scatter plots, understand correlation vs. causation, and model real-world scenarios using mathematical equations.
💡 Practical Math Skills: Beyond standard procedures, students will build logic, reasoning, and skills that are essential for future STEM fields and everyday problem-solving.
The Algebra 1 (Reveal) curriculum is divided into the following key subjects and thematic modules:
Numerical and algebraic expressions, properties of real numbers, absolute value, and modeling.
Solving multi-step, absolute value, and fractional equations, rearranging formulas, and solving proportions.
Representing relations, understanding functions, continuity, and interpreting intercepts and shapes of graphs.
Graphing linear functions, rate of change, slope-intercept form, and exploring absolute value and piece-wise functions.
Writing linear equations, point-slope form, scatter plots, lines of fit, correlation, and inverse functions.
Solving and graphing one-step, multi-step, compound, absolute value, and two-variable linear inequalities.
Solving systems by graphing, substitution, and elimination, as well as systems of inequalities.
Laws of exponents, scientific notation, rational exponents, radical expressions, and operations.
Exponential growth and decay, transformations of exponential functions, compound interest, and geometric sequences.
Working with polynomials, distributing, multiplying binomials, and techniques for factoring polynomials.
Graphing and analyzing quadratic functions, identifying transformations, and solving by graphing.
Solving quadratics by factoring, square roots, completing the square, using the Quadratic Formula, and statistics/modeling.