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IB worksheet

IB DP Math AA HL: Advanced Functions (Level 7) IB DP Math AA HL: Advanced Functions & Polynomials Level: 7 (Very Hard)  |  Time: 60

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igcse maths

IGCSE Functions: Notation, Composite & Inverse Guide (H)

“In the Edexcel IGCSE Higher Tier syllabus, Function Notation replaces ‘y=’ with ‘f(x)=’ to describe mathematical relationships. Mastery involves three advanced skills: 1) Evaluating Functions (substituting inputs); 2) Composite Functions (fg(x)), which involves applying one function inside another (working right-to-left); and 3) Inverse Functions (f^{-1}(x)), which reverse the operation. Students must also understand Domain (valid inputs) and Range (possible outputs) to access top grades.”

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IGCSE Sequences: Linear & Quadratic Nth Term Formulae

“In the Edexcel IGCSE Higher Tier syllabus, finding the nth term is a critical skill. For Linear Sequences (constant difference), use the formula dn + c. For Quadratic Sequences (constant second difference), use the standard algebraic coefficients method: set 2a equal to the second difference, 3a+b equal to the first difference, and a+b+c equal to the first term to solve for the formula an^2 + bn + c.”

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igcse maths

IGCSE Functions & Graphs Hub: Sequences, Calculus & Visuals

“Topic 3: Sequences, Functions, and Graphs connects algebra to visual representation in the Edexcel IGCSE Higher Tier syllabus. This section covers four key pillars: 1) Sequences (finding linear and quadratic nth terms); 2) Functions (mastering composite fg(x) and inverse f^{-1}(x) notation); 3) Graphs (plotting linear lines, quadratic curves, and solving equations graphically); and 4) Calculus (using differentiation to find gradients, turning points, and kinematic rates of change).”

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igcse maths

IGCSE Algebraic Proof: Identities, Integers & Logic (H)

“Algebraic Proof is a Grade 9 topic in the Edexcel IGCSE Higher Tier syllabus that requires demonstrating a mathematical statement is true for all values. To score full marks, students must use standard algebraic definitions: 2n for an even number, 2n+1 for an odd number, and n, n+1, n+2 for consecutive integers. Common proofs include showing divisibility by factorising the final result (e.g., 4(n²+n) is a multiple of 4) or proving an expression is always positive by completing the square.”

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igcse maths

IGCSE Quadratics: Factorising, Formula & Completing the Square

There are three required methods for solving quadratic equations in the Edexcel IGCSE Higher Tier syllabus: 1) Factorisation (best for integer answers), 2) The Quadratic Formula (essential for decimals and surds), and 3) Completing the Square (used for solving and finding the turning point of a graph). Mastery of all three techniques is required to access the top grades (8-9).”

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