TMUA Tutor by IB Elite Tutor

IB Elite Tutor academy offers one-on-one online Tuition classes for various courses so you can easily beat the competition. Our eminent TMUA tutoring services help you to crack the examination and secure your seat in a top university.

How Can Our TMUA Tutor Helps You to Master the Examination?

We know it is the most challenging task to make a schedule to prepare for the TMUA examination. It mainly focuses on mathematical thinking, so you have to familiarize yourself with the test structure and the style of questions it contains. This is possible with the help of our tutors. Our TMUA Tutor can help you to master the TMUA examination by providing one-to-one tuition to enhance your mathematical intuition and problem-solving skills by:

• Provide sessions on A-level mathematics
• Practice sessions for past year’s papers
• Help you to understand the notes on logic and proof written by Cambridge Assessment Admissions Testing
• Tips and tricks to quickly get an answer
• Short and rigorous sessions on mathematical knowledge that you need
• Improve your mathematical thinking
• Provide sessions for mathematical reasoning
• Help you to acknowledge mathematical proofs/logical arguments
• Prepare you to challenge multiple choice questions
• Provide doubts classes
• Live sessions with our IB Maths Tutor
• Provide revision notes

In summary, Our TMUA Tutor will do their best to make you capable of taking the TMUA examination. And provide study sessions so you can easily cope with the mathematical content for the examination. We pay attention to every syllabus detail and then customize your study plan.  Let us first explore the TMUA examination. With our help, you can easily outperform in it. Our TMUA Tutor focuses on techniques that will help you solve questions quickly. 

List of UK Universities That Accepts TMUA

Here is a list of some reputed UK universities that accepts TMUA for admissions.

• London School of Economics and Political Science (LSE)
• Imperial College London
• University of Cambridge
• University of Nottingham School of Mathematical Sciences
• University of Southampton
• Accepts TMUA results 
• University of Warwick
• University of Nottingham School of Mathematical Sciences and many more
  

Test of Mathematics for University Admission (TMUA)- An Overview by Our TMUA Tutor

Pearson VUE administers the Test of Mathematics for University Admission (TMUA). It is essential for those students who want to pursue Mathematics or mathematics-related undergraduate courses, such as

• Computer Science
• Economics
• Finance
• Data Science
• Computing
• Joint Mathematics

It is based on your mathematical thinking and is required for admission to the University of Cambridge and other universities. For instance:

1. University of Bath
2. Lancaster university
3. University of Sheffield
4. Cardiff University
5. University of Nottingham School of Mathematical Sciences
6. Durham University
7. London School of Economics and Political Science
8. University of Warwick
9. University of Southampton

In conclusion, the TMUA examination is the only way to get admission to Cambridge, Imperial, and UK universities.

The TMUA considered 1.0 as the lowest and 9.0 as the highest score. So, you have to prepare well to acquire the highest grade possible.

What does the TMUA Test Contain?

It contains AS Level and Higher-Level GCSE Mathematics. Apart from this, you must take two TMUA papers. The papers’ duration is 75 minutes, and the questions contain 20 MCQs. Paper 1 contains:

• Applications of Mathematical knowledge in new situations
• Familiar with the Mathematical content: Trigonometry, Measures, Algebra and Functions, Geometry, Probability, Exponentials, and Logarithms, Coordinate geometry in the (x,y) plane, Sequences and Series, Differentiation, Number, Number, Graphs of Functions, and Statistics.

Paper 2 contains:

• Mathematical reasoning and simple ideas to construct and analyze mathematical arguments
• Familiarity with the mathematical content: Mathematical proof, identifying errors in proofs, logical arguments, and the course content of paper 1.

Note: You cannot use dictionaries and calculators during the examination. And there is no negative marking. So, attempt all the questions.

Let Us Explore Course Content with Our TMUA Tutor

Section 1: Mathematical Knowledge

Part 1: Algebra & Functions

• Laws of indices.
• Manipulation and usage of surds.
• Quadratic functions and understand their graphs.
• Simultaneous equations.
• Solution of quadratic and linear inequalities.
• Polynomials’ algebraic manipulation.
• Qualitative understanding of many-to-one or one-to-many mapping of the function.
• Properties of common functions.

Sequence & Series

• Sequences.
• Arithmetic series.
• Finite geometric series sum.
• Binomial expansion.

Coordinate geometry in the (x,y) plane

• Straight line equation.
• Coordinate the geometry of the circle.
• Circle properties’ usage.

Trigonometry

• Sine and cosine rules.
• Radian measure.
• Values of cosine, tangent, and sine for the angles such as 90, 60, 45, 30, and 0 degrees.
• The graphs, periodicity, and symmetries of the cosine, sine, and tangent functions.
• Use of tan θ.
• Solution of simple trigonometric equations.

Exponential & Logarithms

• Laws of algorithms.
• Y=ax and its graph.
• The solution of the equations is in the form ax = b.

Differentiation

• She related differences and sums of differentiation of xn for rational n.
• Differentiation can be applied to tangents, stationary points, gradients, and regular, decreasing, and increasing functions.

Integration

• The definition of integration regards the ‘area between a curve and an axis.’
• Find out indefinite and definite integrals of xn for n rational and related differences and sums.
• Comprehend the Fundamental Theorem of Calculus and its importance to integration.
• Combining integrals with either contiguous or equal ranges.
• Using the trapezium rule, find the approximation of the area under a curve.

Graphs of Functions

• Identify and quickly sketch the graphs of the standard functions.
• Comprehend the altering values of m and c in the y = mx + c graph.
• With the help of differentiation, the shape of the graph of a given function is determined.
• With the help of algebraic techniques, find out where the graph of a function intersects the coordinate axes.
• Algebraic solutions of equations’ geometric interpretation.

Part 2: Number

• Use the vocabulary and concepts of HCF, LCM, prime number, common factor, multiple factor, prime factor decomposition, and composite.
• Use index laws to divide, simplify, and multiply fractional, integer, and hostile powers.
• Comprehend and use indirect and direct proportion.
• And many more.

Algebra

• Collecting like terms and manipulating algebraic expressions.
• Solve and set up linear equations.
• Solve linear inequalities in two or one formula.
• And many more

Geometry

• Comprehend and use the angle properties of intersecting lines, quadrilaterals, parallel lines, and triangles.
• Identify and use rotational and reflectional symmetry of 2D shapes.
• Comprehend similarity and congruence.
• And many more

Measures

• Identify the inaccuracy in the measurement.
• Comprehend and use compound measures.
• Interpret and use scale drawings and maps
• And many more

Statistics

• Use and fabricate two-way tables.
• Identify correlation and interpret scatter diagrams.
• And many more

Probability

• List all the outputs of combined and single events.
• Compare theoretical and experimental probabilities.
• Know when to multiply or add two probabilities.
• And many more…

Section 2: The Logic of Arguments

• Comprehend and ensure the use of mathematical logic in simple situations.
• Comprehend and use the terms sufficient and necessary.
• Use and comprehend the terms that exist for all and some.
• And many more…

Mathematical Proof

• From given statements, deduce implications.
• Make conjectures based on small cases and then justify them.
• And many more…

Identifying Errors in Proofs

• Find out errors in purported proofs.
• Pay attention to common mathematical mistakes in the purported proofs.

What Are the Advantages of the TMUA Examination?

These are the following benefits of the TMUA examination:

1. It is the one way Cambridge distinguishes candidates.
2. An academically demanding undergraduate course examination determines a candidate’s potential.
3. It is a perfect option for candidates who want to get admission to Cambridge through Economics and Computer Science subjects.

So, if you want to be admitted to Cambridge University or any of the other universities you want, then take the TMUA examination and get into your dream college.

To-Do List for You

• First and foremost, go through the TMUA syllabus.
• Familiarize yourself with course content.
• Pay attention to the exam structure.
• Focus on the various mathematical ideas and how they can be used in proofs.
• Understand all the technical terms that are used in the paper.
• Make a targeted schedule and complete it one by one.
• Take help from Our TMUA Tutor to understand the notes on logic and proof.
• Make revision notes.
• Test yourself after completion of the topic.
• Keep practicing past year’s papers.
• Understand each concept correctly, and then move on to the next one.
• Don’t overthink; keep calm and confident.
• Focus on your weaknesses and keep improving them.
• Avoid using a calculator while solving questions.
• Note when you answer the questions and try to get answers in minimum time.
• Refrain from pressurizing yourself.

Overall, you have to enhance your problem-solving skills and mathematical thinking. So you can easily acquire a high score.

Lastly, if you need any guidance, Our TMUA Tutor are here to help you from start to end. Our TMUA Tutor provides personalized feedback and support so that you can easily succeed in the TMUA examination.