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Category: A Level Math

link to IB Maths Vs. A-Level Maths – Which One is Harder?

IB Maths Vs. A-Level Maths – Which One is Harder?

Maths is a subject that can be demanding for many students. It not only requires strong analytical skills but also an ability to handle complex concepts with ease. Students looking to further their...

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link to Rational Zeros Theorem: What is it and how to find zeros?

Rational Zeros Theorem: What is it and how to find zeros?

Factoring polynomials has always been a challenge for many students, particularly high school students. The good news is that there are various methods to factoring polynomials ,and one of the most...

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link to Debunking the Myth: Is Further Maths the Hardest A-Level?

Debunking the Myth: Is Further Maths the Hardest A-Level?

Is Further Maths the Hardest A-Level Mathematics is a subject that is often feared, avoided, or misunderstood by many students. However, for those passionate about it, mathematics is a field of...

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link to Here’s How To Factor Polynomials (5 methods with examples)

Here’s How To Factor Polynomials (5 methods with examples)

How To Factor Polynomials Polynomials are algebraic expressions that consist of a combination of variables and coefficients. Factoring polynomials involves breaking down these complex expressions...

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link to Differences Between a Speed Time Graph and an Acceleration Time Graph

Differences Between a Speed Time Graph and an Acceleration Time Graph

Differences Between a Speed Time Graph and an Acceleration Time Graph Graphs have a significant role in mathematics and physics, allowing us to visually represent data and reveal patterns that...

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link to Gradients and Areas Under Graphs: Definitions, differences, and applications!

Gradients and Areas Under Graphs: Definitions, differences, and applications!

Gradients and Areas Under Graphs Gradients and areas under graphs are essential concepts in mathematics that are often used in calculus, physics, engineering, and economics. These concepts are...

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About Us

Altiné Moumouni is a Mathematics Subject Leader and specialist in high-stakes international curricula, including AP Calculus (AB/BC), A-Level Mathematics, and Statistics. Currently based in Guangzhou, he has dedicated the last five years to elevating academic standards in China.
A Record of Excellence In 2025, Altiné’s Grade 12 cohort achieved the highest A-Level Mathematics results in China. This achievement is the result of a rigorous, data-driven approach to instruction and a deep commitment to the Mastery Learning model.
Academic and Professional Background Originally from Toronto, Canada, Altiné holds a Master’s degree and a PGCE. His pedagogical philosophy is centered on Interpersonal Neurobiology, applying psychological frameworks to help students overcome math anxiety and develop the resilience required for university-level STEM success.
Beyond the Classroom As an ultra-endurance athlete and mountain racer, Altiné brings the same grit and growth mindset to his department leadership. He is a strong advocate for teacher mentorship and the integration of educational technology to scale student learning outcomes.

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