1 2 3

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 1Pure Math 1 Model Answer
AS - Satistics 1Statistics 1 Model Answer
AS - Pure Math 3Pure Math 3 Model Answer
AS - Satistics 2Statistics 2 Model Answer
Algebra12 Common Mistakes in Algebra and How to Fix Them
AlgebraFactorisationQuadratic Factorisation - A General Method
AlgebraAlgebra Terms and Expressions
AlgebraCoefficient
AlgebraHorizontal Asymptotes and Intercepts
AlgebraAbsolute Value FunctionGraph an absolute value function
AlgebraAbsolute Value FunctionAbsolute Value Functions: Graphing
AlgebraParabolaGraphing Parabolas
AlgebraFunctionSolving $$xf(x)+f(1-x)=x$$
AlgebraGraphFind intersections using Casio 9750
AlgebraGraphAsymptote
GeometryPythagoras Theorem
DifferentiationFirst PrincipleDifferentiation from First Principles with example $`y=x^2`$ (Geogebra by Tom Carpenter)
DifferentiationFirst PrincipleDifferentiation from First Principles (Geogebra by Mark Willis)
CalculusConcavityKhan Academy - What is concavity?
Further MathArc LengthDerive Arc Length Formula in Cartesian Form
$$L = \int_{x_1}^{x_2} \sqrt{1 + \left ( \frac{dy}{dx}\right )^2} \, dx $$
Further MathArc Length in Polar FormDerive Arc Length in Polar Form Formula:
$$ L = \int_{\theta_1}^{\theta_2} \sqrt{r^2 + \left ( \frac{dr}{d\theta}\right )^2} \, d\theta $$
Further MathSurface Area of Revolution about the $x$-axisSurface Area of Revolution about the $x$-axis
$$ S=\int_{x_1}^{x_2} 2 \pi{y} \ ds $$
$$(ds)^2=(dx)^2+(dy)^2$$
$$(\frac{ds}{dt})^2=(\frac{dx}{dt})^2+(\frac{dy}{dt})^2$$
Further MathSurface Area of Revolution about the $x$-axisSurface Area of Revolution about the $x$-axis
$$ S=\int_{x_1}^{x_2} 2 \pi{y}\sqrt{1+\left(\frac{dy}{dx}\right)^2}\ dx $$
Further MathSurface Area of Revolution about the $y$-axisSurface Area in Cartesian Form - Rotating around the $y$-axis
$$ S=\int_{y_1}^{y_2} 2\pi{x}\sqrt{1+\left(\frac{dx}{dy}\right)^2}\ dy $$
Further MathSurface Area of Revolution about the $y$-axisSurface Area of Revolution about the $y$-axis
$$ S=\int_{x_1}^{x_2} 2 \pi{x}\sqrt{1+\left(\frac{dy}{dx}\right)^2}\ dx $$
Scholarship 93202Waikato Scholarship Days Calculus Workshop 2018
Scholarship 93202Youtube - Cushla Thomson - Scholarship 93202
NCEA Level 3 CalcullusAS3.3 91575 Trigonometric MethodsBcMaths - AS3.3 91575 Trigonometric Methods
Normal DistributionInverse Normal DistributionInverse 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
StatisticsStandard DeviationMean and Standard Deviation Using the Casio fx-9860GII Calculator
StatisticsCorrelation
Scholarship 93202Assessment Report
Pure Math 3Complex NumberT氏の数学日記


fmovies
embedgooglemap.net

    Elite Tuition

  • 74 John Gill Road
    Auckland 2014
    New Zealand
  • wechat_group　
  • wechat_guodl
  • EliteEduA@gmail.com