Maths Classes For AL

Year 12 Maths Course Description

• The Maths Alpha A Level Maths course helps students develop strong logical thinking and advanced problem-solving skills.
• The course supports students studying core Maths A Level and prepares them for success in final assessments.
• Lessons are delivered through one-to-one online tutoring, providing personalised learning support.
• The teaching follows the AQA, Edexcel, and OCR exam board syllabuses used in UK schools.
• Experienced tutors at MathsAlpha explain complex topics using simple methods and adapt lessons to each student’s pace.
• The course helps students build a strong foundation in AL Maths and strengthen key concepts.
• Regular practice helps students improve their school performance and mock exam results.

Fees and Payments

• Your first lesson is free. After that, the fee is £70 for a 2-hour weekly session.
• If a student misses a class, they will receive a recorded lesson and notes, but the session fee is non-refundable.
• If a student decides to stop lessons, any unused fees for the rest of the month will be refunded.
• Payment details will be shared in the enrolment email, and monthly invoices will be provided.

AL (A Level) Maths Curriculum UK

• Algebraic Methods – Learn advanced algebra, including proof by contradiction, partial fractions, and algebraic division.
• Functions and Graphs – Study modulus, composite, and inverse functions, and graph transformations.
• Sequences and Series – Learn arithmetic and geometric sequences, sigma notation, and recurrence relations.
• Binomial Expansion – Expand expressions with fractional or negative powers and use approximations.
• Radians – Understand radian measure, arc length, sector area, and small-angle approximations.
• Trigonometric Functions – Study secant, cosecant, cotangent, trig identities, and inverse trig functions.
• Trigonometry – Learn compound and double-angle formulas and solve trig equations.
• Parametric Equations – Work with parametric curves and sketch graphs.
• Differentiation – Differentiate trigonometric, exponential, and logarithmic functions.
• Numerical Methods – Learn Newton–Raphson and other methods to find roots.
• Integration – Study substitution, integration by parts, and partial fractions.
• Vectors – Learn 3D vectors, vector equations, and geometry using vectors.
• Statistical Distributions – Study probability distributions including binomial.
• Hypothesis Testing – Learn statistical testing methods.
• Forces and Motion – Study Newton’s laws and mechanics problems.
• Variable Acceleration – Use calculus to solve motion problems.