Year 2 Statistics
⬜ Non-linear regression
⬜ Measuring correlation
⬜ Hypothesis testing for correlation
⬜ Year 2 probability
⬜ The normal distribution
⬜ Approximating a binomial distribution
⬜ Hypothesis testing with the normal distribution
$ 18 per hour for 10 hours or choose from COURSE PLAN.
We are pleased to be able to offer MathTech students the opportunity to book 1:1 tuition at A Level in Maths. Each session lasts 60 minutes. Our course is designed with a self-study approach, however, you may wish your child to have the opportunity to discuss a particular topic area with a tutor and our 1:1 sessions allow them to direct their learning in this way.
A levels are recognised by employers and universities alike as the “gold standard” of British Secondary education. Good A level passes will secure entry to the best UK and US universities and to universities worldwide.
A level Maths is an interesting and challenging course which extends the methods you learned at (I)GCSE and includes optional applications of mathematics, such as Statistics and Mechanics. Statistics is collecting and analysing data and using this to make predictions about future events. Many subjects make use of statistical information and techniques. An understanding of probability and risk is important in careers like insurance, medicine, engineering and the sciences. Mechanics is modelling and analysing the physical world around us, including the study of forces and motion. Mechanics is particularly useful to students studying Physics and Engineering.
‘The study of Mathematics, like the Nile, begins in minuteness but ends in magnificence.’ Charles Caleb Colton.
A level Mathematics is a versatile qualification that is well respected by employers and universities alike. Employers highly value Mathematics qualifications because Mathematics students become better at thinking logically and analytically. Through solving problems, you develop resilience and can think creatively and strategically. The writing of structured solutions, proofs and justification of results help you to formulate reasoned arguments. Most importantly you will have excellent numeracy skills and the ability to process and interpret data. For most Science, technology, engineering and Mathematics (STEM) degree courses A level Mathematics is a requirement.
⬜ Proof by contradiction
⬜ Standard proofs
⬜ Partial Fractions
⬜ Algebraic division
⬜ The modulus function
⬜ Modulus transformations
⬜ Functions and mappings
⬜ Arithmetic sequences/series
⬜ Geometric sequences/series
⬜ Sigma notation
⬜ Recurrence relations
⬜ Binomial expansion with negative/fractional powers
⬜ Radians and applications
⬜ Small angle approximations
⬜ Reciprocal trigonometric functions
⬜ Pythagorean identities
⬜ Inverse trig functions
⬜ Addition formulae
⬜ Double angle formulae
⬜ Year 2 trig equations
⬜ Harmonic identities
⬜ Derivatives of standard functions
⬜ The chain rule
⬜ The product rule
⬜ The quotient rule
⬜ Parametric differentiation
⬜ Implicit differentiation
⬜ Concave/convex functions and points of inflection
⬜ Rates of change
⬜ Locating roots
⬜ Iteration
⬜ The Newton-Raphson method
⬜ Integrating standard functions
⬜ Integrating f(ax+b)
⬜ Integration using trig identities
⬜ Integration by substitution
⬜ Integration by parts
⬜ Integration using partial fractions
⬜ Integration by inspection/recognition
⬜ Parametric integration
⬜ The trapezium rule
⬜ Solving differential equations
⬜ 3D coordinates and vectors
⬜ Geometric vector problems
Year 2 Statistics
⬜ Non-linear regression
⬜ Measuring correlation
⬜ Hypothesis testing for correlation
⬜ Year 2 probability
⬜ The normal distribution
⬜ Approximating a binomial distribution
⬜ Hypothesis testing with the normal distribution
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