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Maths Support Centre

Rated 4.77 out of 5, based on 60 reviews
27 Followers
San Salvador, El Salvador
About the store
Welcome! I’m a passionate Mathematics teacher with over 22 years of international experience across KS3, IGCSE, and the IB Diploma Programme – specialising in both Analysis and Approaches and Applications and Interpretation, at Standard and Higher Levels. Here, you’ll discover a wide range of high-quality resources designed to support students at every stage of their mathematical journey.
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All resources

Preview of Pascal's Triangle

Pascal's Triangle

Power Point presentation, 15 slides, Explaining how to use the Pascal’s triangle to find the coefficients of a binomial expansion, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Rational functions

Rational functions

Power Point presentation, 7 slides, Explaining how to sketch the rational function stating the Domain and Range, equations of Horizontal and Vertical asymptotes, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Operations with polynomials– Maths IB AA – HL

Operations with polynomials– Maths IB AA – HL

This Maths PowerPoint presentation is a complete and engaging resource covering Operations with Polynomials, aligned with the IB Analysis and Approaches Higher Level syllabus. Spread across 13 clear and interactive slides, it introduces students to key operations: addition, subtraction, scalar multiplication, and polynomial multiplication using various methods, including the grid method and synthetic multiplication. With an emphasis on real-world relevance, the lesson begins with an inqui
Preview of Applications of exponential and logarithmic functions

Applications of exponential and logarithmic functions

Power Point presentation, 11 slides, Explaining with examples how the exponential and logarithmic functions are used in real life situations, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Binomial theorem with fractional and negative indices

Binomial theorem with fractional and negative indices

Power Point presentation, 17 slides, Explaining how to expand binomial if the index is negative or fractional, based on IB Mathematics: Analysis and approaches, Higher Level Syllabus. It is included a Worksheet with exam-style questions along with the answers that can be used either as classwork or homework. More resources www.mathssupport.org
Preview of The reciprocal function

The reciprocal function

Power Point presentation, 9 slides, Explaining how to sketch the reciprocal function stating the Domain and Range, equations of Horizontal and Vertical asymptotes, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Quadratic graph of the form f(x) = a(x - p)(x - q)

Quadratic graph of the form f(x) = a(x - p)(x - q)

Power Point presentation, 7 slides, Explaining how to draw the graph of quadratic functions of the form f(x) = a(x - p)(x - q), based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Logarithmic functions

Logarithmic functions

Power Point presentation, 6 slides, Explaining how to Sketch and identify the properties of the logarithmic functions, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of The exponential function

The exponential function

Power Point presentation, 8 slides, Explaining how to sketch graphs and identify properties of exponential functions, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Quadratic graphs of the form f(x) = a(x - h)² + k

Quadratic graphs of the form f(x) = a(x - h)² + k

Power Point presentation, 7 slides, Explaining how to Draw the graph of quadratic functions of the form f(x) = a(x - h)² + k, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Quadratic function of the form f(x) = ax² + bx + c

Quadratic function of the form f(x) = ax² + bx + c

Power Point presentation, 8 slides, Explaining how to Draw the graph of quadratic functions of the form y = ax² + bx + c, its vertex, axis of symmetry and axes intercepts, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Binomial theorem, binomial expansion

Binomial theorem, binomial expansion

Power point presentation, 14 slides explaining the Binomial theorem and the relationship with Pascal’s triangle, in a way that can be understood by the students, also explains how to expand binomials with positive integer indices using examples to make it more clear. based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
Preview of Factorial Notation

Factorial Notation

Power point presentation, 7 slides, explaining what is the factorial of a number and using examples to explain how to simplify expressions involving factorials, based on IB Mathematics: Analysis and approaches, Higher Level Syllabus. More resources www.mathssupport.org
Preview of Identity function and inverse functions

Identity function and inverse functions

Power Point presentation, 11 slides, explaining what is the identity function, and what is an inverse function. How to find the inverse of a function algebraically and graphically, based on IB Mathematics: Analysis and approaches, Standard Level Syllabus. More resources www.mathssupport.org
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About the store

Experience

Welcome! I’m a passionate Mathematics teacher with over 22 years of international experience across KS3, IGCSE, and the IB Diploma Programme – specialising in both Analysis and Approaches and Applications and Interpretation, at Standard and Higher Levels. Here, you’ll discover a wide range of high-quality resources designed to support students at every stage of their mathematical journey.

Teaching style

Facilitator, promote self-learning and help students develop critical thinking skills and retain knowledge that leads to self-actualization.