Edexcel Olevel Pure Math Crash Course
Explore the "Edexcel OLevel Pure Math Crash Course" at Arif Sir's Science Hub. Led by Arif Sir, this course offers engaging lessons, practical exercises, and fo...
Explore the "Edexcel OLevel Pure Math Crash Course" at Arif Sir's Science Hub. Led by Arif Sir, this course offers engaging lessons, practical exercises, and fo...
Welcome to Arif Sir's Science Hub! We proudly present the "Edexcel OLevel Pure Math Crash Course," designed to make learning pure mathematics engaging, interactive, and accessible for students preparing for the Edexcel O-Level exam. Curated by the esteemed Arif Sir, this course provides a comprehensive foundation in pure mathematics, setting the stage for academic success and a deeper understanding of advanced mathematical concepts.
Key Features
Engaging Lessons: Enjoy dynamic and interactive lessons that bring pure mathematics concepts to life, making learning fun and effective.
Practical Exercises: Participate in hands-on exercises to apply theoretical knowledge and gain a practical understanding of pure mathematics.
Expert Guidance: Benefit from personalized support and insights from experienced instructors, ensuring you grasp complex concepts with ease.
Comprehensive Curriculum: Cover all essential topics in pure mathematics for O-Level students, providing a strong foundation for future studies.
Interactive Learning Environment: Engage with our online platform through videos, quizzes, and interactive exercises, making learning enjoyable and effective.
Flexible Study Schedule: Study at your own pace and convenience. Our online format accommodates both structured and flexible study approaches.
Thorough Preparation: Prepare thoroughly for your pure mathematics studies with our comprehensive resources and expert guidance.
Benefits Join Arif Sir's Science Hub to enjoy:
Personalized Learning Experience: Customize your study plan to suit your unique needs, maximizing your learning efficiency.
Expert Guidance: Receive support and insights from Arif Sir and his team of expert educators, helping you understand complex concepts and enhance your performance.
Latest Learning Materials: Stay current with up-to-date trends and teaching methods. Our content is frequently updated to reflect the latest educational practices.
Enrollment Information Seize the opportunity to excel in Pure Mathematics and build a strong foundation for your academic future. Access the "Edexcel OLevel Pure Math Crash Course" at Arif Sir's Science Hub today and embark on the path to academic success. With our engaging lessons, expert support, and flexible study options, achieving top grades is within your grasp.
Why Choose Us? At Arif Sir's Science Hub, we are dedicated to providing high-quality educational resources that empower our students to reach their full potential. Our focus on practical learning, interactive environment, and personalized support ensures an exceptional learning experience.
Take the leap and join us today. Together, we'll turn your academic aspirations into reality!
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Lesson-3.1.1- Simple algebraic division.
Lesson-3.1.2- The factor and remainder theorems.
Lesson-3.1.3- Solutions of equations, extended to include the simultaneous solution of one linear and one quadratic equation in two variables.
Lesson-3.1.4- Simple inequalities, linear and quadratic.
Lesson-3.1.5- The graphical representation of linear inequalities in two variables.
Lesson-5.1.1- Use of the ∑ notation
Lesson-5.1.2- Knowledge of the general term of an arithmetic series is required.
Lesson-5.1.3- Use of the sum to n terms of an arithmetic series is required.
Lesson-5.1.4- Knowledge of the general term of a geometric series is required.
Lesson-5.1.5- Use of the sum to n terms of a finite geometric series is required.
Lesson-5.1.6- Use of the sum to infinity of a convergent geometric series, including the use of r < 1 is required.
Lesson-5.1.7- Proofs of the above are not required.
Lesson-7.1.1- The addition and subtraction of coplanar vectors and the multiplication of a vector by a scalar.
Lesson-7.1.2- Components and resolved parts of a vector.
Lesson-7.1.3- Magnitude of a vector.
Lesson-7.1.4- Position vector.
Lesson-7.1.5- Unit vector.
Lesson-7.1.6- Use of vectors to establish simple properties of geometrical figures.
Lesson-9.1.1- Differentiation and integration of sums of multiples of powers of x (excluding integration of 1 x ),sin ,cos ,e^ax
Lesson-9.1.2- Differentiation of a product, quotient and simple cases of a function of a function.
Lesson-9.1.3- Applications to simple linear kinematics and to determination of areas and volumes.
Lesson-9.1.4- Stationary points and turning points.
Lesson-9.1.5- Maxima and Minima
Lesson-9.1.6- The equations of tangents and normals to the curve y = f(x).
Lesson-9.1.7- Application of calculus to rates of change and connected rates of change.
Lesson-10.1.1- Radian measure, including use for arc length and area of sector.
Lesson-10.1.2- The three basic trigonometric ratios of angles of any magnitude (in degrees or radians) and their graphs.
Lesson-10.1.3- Applications to simple problems in two or three dimensions (including angles between a line and a plane and between two planes).
Lesson-10.1.4- Use of the sine and cosine formulae.
Lesson-10.1.5- The identity cos ^2 θ+sin^2 θ = 1
Lesson-10.1.6- Use of the identity tanθ = sinθ/cosθ
Lesson-10.1.7- Formal proofs of sin(A + B), cos(A + B) formulae will not be required.
Lesson-10.1.8- Questions using the formulae for sin(A + B), cos(A + B), tan(A + B) may be set; the formulae will be on the formula sheet, for example: sin(A + B) = sinAcosB + cosAsinB
Lesson-10.1.9- Long questions, explicitly involving excessive manipulation, will not be set.
Lesson-10.1.10- Solution of simple trigonometric equations for a given interval.
Ariful Islam
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