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A-Level Maths Online Course
Our A-Level Maths Online Course + practice questions have been certified by prominent A-Level Maths examiners and have been awarded for their excellence. The maths online course is tailored for various exam boards including Edexcel, OCR, AQA, Pearson, CIE, and more.
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- 100 Video Tutorials for all parts of the specification
- Revision Notes for every chapter plus exclusive examiner tips
- Past Paper Compilations by topic and specification
- A-level Maths Notes
This is a monthly subscription.
Undeniably, A-Level Maths poses a significant challenge to students. The vast amount of theory, practicals to memorise, and application to exam methodology can be daunting.
This course provides a comprehensive solution by incorporating videos, textbooks, flashcards, past papers, and other resources, catering to specific exam boards such as Edexcel, OCR, AQA, Pearson, CIE, and more.
We cover every A-Level Maths specification
Pure mathematics in A-Level Maths refers to the branch of mathematics that deals with the study of abstract concepts, such as numbers, geometry, algebra, and calculus, without any direct application to real-world problems. It aims to develop a deep understanding of the fundamental concepts and principles of mathematics.
A-Level Maths proof involves using logical reasoning to demonstrate the validity of a mathematical statement or theorem.
Algebra and Functions is a major topic in A-Level Maths, covering concepts such as quadratic equations, logarithmic functions, and polynomial division.
Coordinate Geometry covers the study of geometric shapes using algebra and is used to model real-world situations, solve problems involving graphs and equations, and analyze properties of shapes and lines.
Exponentials and logarithms in A-Level Maths are topics that deal with the properties and applications of exponential and logarithmic functions.
Binomial expansion in A-Level Maths refers to the process of expanding expressions that contain two terms, such as (a + b) raised to a power n.
Trigonometry and Trigonometric Functions in A-Level Maths involve the study of triangles, angles, and their relationships, including sine, cosine, and tangent functions.
Differentiation is a mathematical technique used to find the rate at which a function changes or the slope of a curve at a particular point.
The topic of Mappings and Functions in A-Level Maths deals with the study of relationships between sets and how they can be represented using functions.
Partial fractions is a technique used to decompose a complex rational function into simpler parts for integration purposes.
Series and Sequences cover the study of infinite sequences, limits of sequences and series, and convergence tests for series.
A-Level Maths Integration is the reverse process of differentiation, used to find the area under a curve and solve problems involving rates of change.
Vectors in A-Level Maths involve the study of magnitude, direction, and position of objects in space and their relationships with each other.
Statistics in A-Level Maths involves the collection, analysis, interpretation, and presentation of data using statistical methods and techniques, including probability distributions, hypothesis testing, correlation, and regression analysis. It aims to provide a foundation for understanding the principles and concepts of statistical reasoning and their applications in various fields.
Histograms and cumulative frequency are statistical techniques used in A-level maths to represent data visually and analyze its distribution.
In A-Level Maths, averages involve calculating mean, median, and mode, as well as understanding their applications and limitations in data analysis.
Kinematics is the branch of mechanics concerned with the motion of objects without considering the forces causing the motion.
Measures of Dispersion in A-Level Maths refer to the numerical methods used to describe how spread out or concentrated a set of data is.
A box and whisker diagram is a way of representing data using quartiles and displaying the distribution of a dataset.
A-Level Maths Probability is the study of chance and the likelihood of events occurring, involving the use of mathematical models and formulas to calculate probabilities.
Linear regression is a statistical method that models the relationship between a dependent variable and one or more independent variables in a linear manner.
Skewness is a measure of the degree of asymmetry of a distribution and can be used to determine whether the data is skewed to the left, right, or has no skewness.
Expectation and variance are important concepts in probability theory and statistics, with expectation representing the average value of a random variable and variance measuring the degree of spread or variability of the random variable.
In A-Level Maths, a distribution refers to the way data is spread out or grouped in a dataset, which can be visualized using different types of graphs or charts.
Normal Approximations is a method used to approximate the probabilities of events occurring in a non-normal distribution by transforming them into a normal distribution.
A-Level Maths Sampling involves the selection of a subset of individuals or objects from a population to estimate or infer information about the whole population.
Hypothesis testing in A-Level Maths involves making decisions based on sample data, by assessing the probability that the observed results could have occurred by chance.
One-tailed and two-tailed tests in A-Level Maths are methods used to determine whether the test data falls within or outside of a certain range of values based on a specific hypothesis.
In A-Level Maths, confidence intervals are a way to estimate a population parameter from a sample and provide a range of values that the true population parameter is likely to fall within.
Bayes’ theorem is a mathematical formula for determining conditional probability based on prior knowledge of related conditions.
In A-Level Maths, an estimator is a statistic used to estimate the value of a population parameter.
The Central Limit Theorem in A-Level Maths states that as the sample size increases, the distribution of the sample means will approach a normal distribution.
Permutations and combinations are methods of counting arrangements or selections of objects, where permutations are for ordered arrangements and combinations are for unordered selections.
A-Level Mechanics is the branch of mathematics that deals with the study of motion and forces, focusing on physical concepts such as velocity, acceleration, momentum, work, energy, and power. It involves the application of mathematical techniques to analyze and solve problems related to mechanics in the physical world.
Acceleration is the rate of change of velocity with respect to time, measured in meters per second squared (m/s²).
In A-Level Maths, Newton’s Laws refer to three fundamental laws that describe the relationship between the motion of an object and the forces acting upon it.
In A-Level Maths, vectors refer to quantities that have both magnitude and direction and are commonly used to represent physical quantities such as displacement and velocity.
In A-Level Maths, moments refer to a set of statistical measures that quantify the shape and distribution of a probability distribution or data set.
In A-Level Maths, Impulse is the change in momentum of an object when acted upon by an external force and Momentum is the product of the mass and velocity of an object.
The coefficient of friction is a value that represents the friction between two surfaces and determines the minimum force required to move an object along the surface.
In A-Level Maths, projectiles typically refer to the motion of objects under gravity when thrown or launched at an angle. The equations of motion and trigonometry are used to analyze the path of the projectile.
In A-Level Maths, Work, Energy, and Power refer to the concepts related to how work is done on an object, how energy is stored and transferred, and how power is the rate at which work is done.
The Newton’s Law of Restitution states that the relative speed of separation of two objects after a collision is proportional to the relative speed of approach before the collision.
In A-Level Maths, the center of mass is a point representing the mean position of the matter in an object or system.
In A-Level Maths, toppling refers to the process of a rigid body falling over due to its center of gravity being outside of its base of support. This concept is studied in mechanics.
I’m sorry, but I’m not sure what you mean by “elastic string” in the context of A-Level maths. Could you please provide more information or context so I can assist you better?
In A-Level Maths, “Motion in a Circle” usually refers to the study of circular motion, including topics such as centripetal force, angular displacement, angular velocity, and tangential velocity.
Simple Harmonic Motion (SHM) refers to a type of periodic motion where the restoring force is proportional to the displacement from the equilibrium position and is directed towards the equilibrium position.
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A-Level Maths Strategies
Take all of our 100+ A-Level Mathematics tutorials to gain a comprehensive understanding. Each class covers new material and provides ample opportunities to practice and apply effective strategies to solve real exam problems.
Timing Techniques
To strengthen your comprehension, solve our A-Level Mathematics past papers progressively throughout the year. Keep up with this practice to consolidate your knowledge.
Practice Questions
Achieving excellence in the A-level Mathematics exams requires flawless exam techniques. Gain exclusive insights from the experts evaluating your performance in our examiner's tutorials.
Revise & Recap
As your A-Level exam draws near, revisit the tutorials to review key strategies and focus on your weaker sub-topics and sections.
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→What is an A-level Maths Online Course?
An Alevel Maths Online Course is an advanced-level mathematics course that is offered online for students who are preparing to take their A-level Maths exams. The course is designed to cover a range of advanced mathematical topics and prepare students for the rigorous A-level Maths exams.
→What topics are covered in an A-level Maths Online Course?
An A-level Maths online course typically covers a range of topics in mathematics at an advanced level. Some of the common topics that are covered in an A-level Maths online course include calculus, trigonometry, algebra, geometry, probability, statistics, and vectors.
→It says I can cancel anytime, how does that work?
All you need to do is send an email to [email protected] with your payment reference and reason and we will cancel it for you.
→Which exam boards does this A-level Maths course cover?
After you purchase, we will enrol you in a specific course based on your specification for AQA, Edexcel, CIE, Pearson, OCR, with tailored tutorials matching to the specification.
→Can I buy A-level Maths Tutoring later?
If you choose to buy our A-level Maths Online Course you can purchase our 1-1 Tutoring later but we recommend booking it in a package to get the best possible discount!
→How can I improve my A-level Maths grades?
Sign up for our award-winning A-level Maths Online Course and gain access to our award-winning A-level Maths resources! We will cover both theory and test-taking strategies to prepare you for your Alevel Maths exam. Take advantage of our revision notes, tutorials, past papers, and other study materials.
→Should I take A-level Maths?
If you enjoy maths and are looking for a challenge, Alevel Maths can be a rewarding subject to study. It is also highly valued by universities and employers, especially in STEM fields.
→What if I don't live in the United Kingdom?
No problem at all! Our online course is accessible from anywhere in the world. You can easily access all of our A-level Maths materials online at your convenience for maximum efficiency.
→Are A-levels important for university?
Yes, A-levels are typically very important for university admissions in the UK. They are usually the primary factor that universities consider when deciding whether to offer a student a place on a degree programme. A-level grades are often used as a key measure of academic achievement, and they can influence which universities and degree programmes a student is eligible for.
→Why study A-level Maths courses with Study Mind?
Our Alevel Maths online course, developed by professionals in the field, is highly sought after and aims to help students excel in their exams and attain A* grades. Our course was designed to support students in obtaining the grades and qualifications necessary to pursue their desired paths.
→When should I start with my A-level Maths revision?
At Study Mind, we understand that every student has their own pace of learning. While some may start preparing for the exam months in advance, others may require only a few weeks. Our Alevel Maths online course covers all the essential topics and knowledge necessary for acing your A-Level Maths exam, so you can prepare at your own pace and in a way that suits you best.
→How will you study for A-level Maths?
All of our Alevel Maths course content is accessible online. You can start from Lesson 1 and follow the course in order, or jump directly to the topics you need. The learning process is flexible, allowing you to customize your learning program based on your needs and abilities.
→Is the A-level / IB Maths course refundable?
All our courses are non-refundable when booked due to organisation logistics involved. If you have any concerns regarding the quality of the course, drop us an email at [email protected].
→What are the benefits of studying A-level Maths online?
Studying Alevel Maths online provides numerous advantages, including the freedom to learn at your own pace and convenience from any location, access to a broader range of resources and materials, tailored guidance and feedback from skilled instructors, and cost-effectiveness in comparison to traditional classroom instruction.
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