Math

Past Paper Marking Scheme Collection

Exam	Name	Exam Date	Marking Scheme Collection
Cambridge	9709 Pure Math 1 9709 Statistics 1	Tue 15 Oct 2024 Thu 17 Oct 2024	9709 Paper 1 and Paper 5
Cambridge	9709 Pure Math 3 9709 Statistics 2	Mon 21 Oct 2024 Wed 23 Oct 2024	9709 Paper 3 and Paper 6
Cambridge	Cambridge IGCSE Extended	Mon 14 Oct 2024 Wed 16 Oct 2024	0580 Extended Paper 2 and Paper 4
IB	MAA HL	Thu 24 Oct 2024 Fri 25 Oct 2024 Tue 29 Oct 2024	Paper 1, Paper 2 and Paper 3
IB	MAA SL	Thu 24 Oct 2024 Fri 25 Oct 2024	Paper 1 and Paper 2
Australia	HSC Math Extension 2 HSC Math Extension 1 HSC Math Advanced		Past Papers Marking Scheme
ICAS			Past Papers

Math Resources and Worksheets

Topic	Key Concepts and Skills	Learning Resources
AS - Pure Math 1		Pure Math 1 Model Answer
AS - Satistics 1		Statistics 1 Model Answer
AS - Pure Math 3		Pure Math 3 Model Answer
AS - Satistics 2		Statistics 2 Model Answer
Algebra		12 Common Mistakes in Algebra and How to Fix Them
Algebra	Factorisation	Quadratic Factorisation - A General Method
Algebra		Algebra Terms and Expressions
Algebra		Coefficient
Algebra		Horizontal Asymptotes and Intercepts
Algebra	Absolute Value Function	Graph an absolute value function
Algebra	Absolute Value Function	Absolute Value Functions: Graphing
Algebra	Parabola	Graphing Parabolas
Algebra	Function	Solving $x f (x) + f (1 - x) = x$
Algebra	Graph	Find intersections using Casio 9750
Algebra	Graph	Asymptote
Geometry		Pythagoras Theorem
Differentiation	First Principle	Differentiation from First Principles with example $`y=x^2`$ (Geogebra by Tom Carpenter)
Differentiation	First Principle	Differentiation from First Principles (Geogebra by Mark Willis)
Calculus	Concavity	Khan Academy - What is concavity?
Further Math	Arc Length	Derive Arc Length Formula in Cartesian Form $L = \int_{x_{1}}^{x_{2}} \sqrt{1 + {(\frac{d y}{d x})}^{2}} d x$
Further Math	Arc Length in Polar Form	Derive Arc Length in Polar Form Formula: $L = \int_{θ_{1}}^{θ_{2}} \sqrt{r^{2} + {(\frac{d r}{d θ})}^{2}} d θ$
Further Math	Surface Area of Revolution about the $x$-axis	Surface Area of Revolution about the $x$-axis $S = \int_{x_{1}}^{x_{2}} 2 π y d s$ $(d s)^{2} = (d x)^{2} + (d y)^{2}$ $(\frac{d s}{d t})^{2} = (\frac{d x}{d t})^{2} + (\frac{d y}{d t})^{2}$
Further Math	Surface Area of Revolution about the $x$-axis	Surface Area of Revolution about the $x$-axis $S = \int_{x_{1}}^{x_{2}} 2 π y \sqrt{1 + {(\frac{d y}{d x})}^{2}} d x$
Further Math	Surface Area of Revolution about the $y$-axis	Surface Area in Cartesian Form - Rotating around the $y$-axis $S = \int_{y_{1}}^{y_{2}} 2 π x \sqrt{1 + {(\frac{d x}{d y})}^{2}} d y$
Further Math	Surface Area of Revolution about the $y$-axis	Surface Area of Revolution about the $y$-axis $S = \int_{x_{1}}^{x_{2}} 2 π x \sqrt{1 + {(\frac{d y}{d x})}^{2}} d x$
Scholarship 93202		Waikato Scholarship Days Calculus Workshop 2018
Scholarship 93202		Youtube - Cushla Thomson - Scholarship 93202
NCEA Level 3 Calcullus	AS3.3 91575 Trigonometric Methods	BcMaths - AS3.3 91575 Trigonometric Methods
Normal Distribution	Inverse Normal Distribution	Inverse Normal Distribution calculations – with and without the average given
IB Mathematics IA Complete Guide by Mr. Flynn IB
IB SL Applications Paper 1 Walkthrough by Ginger Mathematician
Revision Village - IB Mathematics
Statistics	Standard Deviation	Mean and Standard Deviation Using the Casio fx-9860GII Calculator
Statistics	Correlation
Scholarship 93202		Assessment Report
Pure Math 3	Complex Number	T氏の数学日記

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Past Paper Marking Scheme Collection

Math Resources and Worksheets

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