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Home
Resources
worksheets 2026
2026 Organisation
Exam Prep 10+ 2025
Exam Prep 1-9 2025
Prev Exam Prep
Exam Prep 2024
Exam Prep 2023
Exam Prep 2022
Exam Prep 2021
WW
Topic tests
Headstart
Vectors
Complex Numbers
Logic and Proof
kinematics
Ch 8 and 9 Diff & Anti
Ch 10 & 11 Integration
SACs
SAC 1
trials
2019 TA
2015 SAC 1 sol
SAC 1 vid sol
2024 Trials
SAC 2
2025 Trial
SAC 2 Trial 2024 & 2023
SAC 2 Trial 2022
Other trials
SAC 2
SAC 3
2024 trials
2023 Trials
2022
SAC 3 vid sol
TEXT WS
VCAA Exams 23+
VCAA(NH) Exams 24+
VCAA Exams 18-22
VCAA(NH) 18-23
Trial Exams
2025
2024
2023
2022
2021
Topics
Headstart 26
Ch 1 Preliminary Topics
Ch 2 Logic and Proof
2A Revision of proof techniques
2B Quantifiers and counterexamples
2C Proving inequalities
2D Telescoping series
2E Mathematical induction
Ch 3 Circular Functions
3A Reciprocal functions
3B Compound and double angle
3C Inverses of circular functions
3D Solution of equations
Ch 4 Vectors
4A Intro to vectors
4B Rectangular components
4C Scalar Product
4D Vector projections
4E Collinearity
4F Geometric Proofs
Bearings
Linear Dependence
Ch 5 Vector equations of lines and planes
5A Vector equations of lines
5B Intersection of lines and skew lines
5C Vector product
5D Vector equation of planes
5E Distances, angles and intersections
5 Review
Ch 6 Complex Numbers
6A Intro
6B Modulus, conjugate and division
6C Modulus-Argument form
6D Basic operation
6E Solving CN equations
6F Solving polynomial equations
6G De Moivre's Theorem
6H Sketching subsets of the CP
Calculus
Ch 8 Differentiation
8A Differentiation
8B Derivatives of x=f(y)
8C Derivatives of inverse CF
8D Second Derivatives
8E Points of inflection
8F Related Rates
8G Rational Functions
8H Summary
8I Implicit Differentiation
Ch 9 Integration
9A Antidifferentiation
9B Antidiff of circular functions
9C Integration by substitution
9D Definite integrals by substitution
9E Integration using Trig identities
9F Further substitution
9G Partial Fractions
9H Further techniques
Ch 10 App of Integration
10A Theory of calculus
10B Area of region between two curves
10C Integration using CP400
10D Volumes of solids of Revolution
10E Lengths of curves in the plane
10F Areas of surfaces of revolution
Ch 11 Differential Equations
11A Introduction to DE
11B DE with function of Indep variable
11C DE with function of the dep variable
11D Applications of DE
11E The logistic differential equation
11F Separation of variables
11G DE with related rates
11H Using definite integral to solve a DE
11I Using Euler's rule to solve a DE
11J Slope Field for a DE
Ch 12 Kinematics
12A Position, velocity and acceleration
12B Constant acceleration
12C Velocity-time graphs
12D DE in the form v=f(x) and a=f(v)
12E Other expressions for acceleration
Projectiles
Ch 13 Vector Functions
13A Vector Functions
13B Position vectors as a function of time
13C Vector calculus
13D Velocity and acceleration for motion along a curve
Ch 15 Sample means
15A Linear combinations of random variables
15B Linear combinations of indep normal rv
15C simulation the dist of sample means
15D The dist of sample means of a normally distributed rv
15E the central limit theorem
15F Confidence intervals for the population mean
Ch 16 Hypothesis testing
16A Hyp testing for means
16B One-tail and two-tail tests
16C Two tail tests revisited
16D Errors in Hyp testing
Exams VidSOL
VCAA
24 EX 2
2023 Sample Qns
2022 Ex2
NH 2022 Ex 2
2021 Ex2
NH 2021 Ex2
NH 21 Ex 1
2020 Ex2
2020 Ex 1
2019
NH 2019
2018 & earlier
2017
NH 2017
NH 2018
2018
Trial Exams
Insight
HEFF
HEFF 23
2016
HEFF 2021 Ex 1
HEFF SM 2021 Ex 2
HEFF 2020
Kilbaha
NEAP
MAV
TSSM
2019
2018
2017
MAV 2020
Tests VidSOL
Orientation
2021 Kinematics/Forces
2021 Integration
2020 Diff Eqn Test
2020 DE Topic test/SAC Trial
amispesh
Home
Resources
worksheets 2026
2026 Organisation
Exam Prep 10+ 2025
Exam Prep 1-9 2025
Prev Exam Prep
Exam Prep 2024
Exam Prep 2023
Exam Prep 2022
Exam Prep 2021
WW
Topic tests
Headstart
Vectors
Complex Numbers
Logic and Proof
kinematics
Ch 8 and 9 Diff & Anti
Ch 10 & 11 Integration
SACs
SAC 1
trials
2019 TA
2015 SAC 1 sol
SAC 1 vid sol
2024 Trials
SAC 2
2025 Trial
SAC 2 Trial 2024 & 2023
SAC 2 Trial 2022
Other trials
SAC 2
SAC 3
2024 trials
2023 Trials
2022
SAC 3 vid sol
TEXT WS
VCAA Exams 23+
VCAA(NH) Exams 24+
VCAA Exams 18-22
VCAA(NH) 18-23
Trial Exams
2025
2024
2023
2022
2021
Topics
Headstart 26
Ch 1 Preliminary Topics
Ch 2 Logic and Proof
2A Revision of proof techniques
2B Quantifiers and counterexamples
2C Proving inequalities
2D Telescoping series
2E Mathematical induction
Ch 3 Circular Functions
3A Reciprocal functions
3B Compound and double angle
3C Inverses of circular functions
3D Solution of equations
Ch 4 Vectors
4A Intro to vectors
4B Rectangular components
4C Scalar Product
4D Vector projections
4E Collinearity
4F Geometric Proofs
Bearings
Linear Dependence
Ch 5 Vector equations of lines and planes
5A Vector equations of lines
5B Intersection of lines and skew lines
5C Vector product
5D Vector equation of planes
5E Distances, angles and intersections
5 Review
Ch 6 Complex Numbers
6A Intro
6B Modulus, conjugate and division
6C Modulus-Argument form
6D Basic operation
6E Solving CN equations
6F Solving polynomial equations
6G De Moivre's Theorem
6H Sketching subsets of the CP
Calculus
Ch 8 Differentiation
8A Differentiation
8B Derivatives of x=f(y)
8C Derivatives of inverse CF
8D Second Derivatives
8E Points of inflection
8F Related Rates
8G Rational Functions
8H Summary
8I Implicit Differentiation
Ch 9 Integration
9A Antidifferentiation
9B Antidiff of circular functions
9C Integration by substitution
9D Definite integrals by substitution
9E Integration using Trig identities
9F Further substitution
9G Partial Fractions
9H Further techniques
Ch 10 App of Integration
10A Theory of calculus
10B Area of region between two curves
10C Integration using CP400
10D Volumes of solids of Revolution
10E Lengths of curves in the plane
10F Areas of surfaces of revolution
Ch 11 Differential Equations
11A Introduction to DE
11B DE with function of Indep variable
11C DE with function of the dep variable
11D Applications of DE
11E The logistic differential equation
11F Separation of variables
11G DE with related rates
11H Using definite integral to solve a DE
11I Using Euler's rule to solve a DE
11J Slope Field for a DE
Ch 12 Kinematics
12A Position, velocity and acceleration
12B Constant acceleration
12C Velocity-time graphs
12D DE in the form v=f(x) and a=f(v)
12E Other expressions for acceleration
Projectiles
Ch 13 Vector Functions
13A Vector Functions
13B Position vectors as a function of time
13C Vector calculus
13D Velocity and acceleration for motion along a curve
Ch 15 Sample means
15A Linear combinations of random variables
15B Linear combinations of indep normal rv
15C simulation the dist of sample means
15D The dist of sample means of a normally distributed rv
15E the central limit theorem
15F Confidence intervals for the population mean
Ch 16 Hypothesis testing
16A Hyp testing for means
16B One-tail and two-tail tests
16C Two tail tests revisited
16D Errors in Hyp testing
Exams VidSOL
VCAA
24 EX 2
2023 Sample Qns
2022 Ex2
NH 2022 Ex 2
2021 Ex2
NH 2021 Ex2
NH 21 Ex 1
2020 Ex2
2020 Ex 1
2019
NH 2019
2018 & earlier
2017
NH 2017
NH 2018
2018
Trial Exams
Insight
HEFF
HEFF 23
2016
HEFF 2021 Ex 1
HEFF SM 2021 Ex 2
HEFF 2020
Kilbaha
NEAP
MAV
TSSM
2019
2018
2017
MAV 2020
Tests VidSOL
Orientation
2021 Kinematics/Forces
2021 Integration
2020 Diff Eqn Test
2020 DE Topic test/SAC Trial
More
Home
Resources
worksheets 2026
2026 Organisation
Exam Prep 10+ 2025
Exam Prep 1-9 2025
Prev Exam Prep
Exam Prep 2024
Exam Prep 2023
Exam Prep 2022
Exam Prep 2021
WW
Topic tests
Headstart
Vectors
Complex Numbers
Logic and Proof
kinematics
Ch 8 and 9 Diff & Anti
Ch 10 & 11 Integration
SACs
SAC 1
trials
2019 TA
2015 SAC 1 sol
SAC 1 vid sol
2024 Trials
SAC 2
2025 Trial
SAC 2 Trial 2024 & 2023
SAC 2 Trial 2022
Other trials
SAC 2
SAC 3
2024 trials
2023 Trials
2022
SAC 3 vid sol
TEXT WS
VCAA Exams 23+
VCAA(NH) Exams 24+
VCAA Exams 18-22
VCAA(NH) 18-23
Trial Exams
2025
2024
2023
2022
2021
Topics
Headstart 26
Ch 1 Preliminary Topics
Ch 2 Logic and Proof
2A Revision of proof techniques
2B Quantifiers and counterexamples
2C Proving inequalities
2D Telescoping series
2E Mathematical induction
Ch 3 Circular Functions
3A Reciprocal functions
3B Compound and double angle
3C Inverses of circular functions
3D Solution of equations
Ch 4 Vectors
4A Intro to vectors
4B Rectangular components
4C Scalar Product
4D Vector projections
4E Collinearity
4F Geometric Proofs
Bearings
Linear Dependence
Ch 5 Vector equations of lines and planes
5A Vector equations of lines
5B Intersection of lines and skew lines
5C Vector product
5D Vector equation of planes
5E Distances, angles and intersections
5 Review
Ch 6 Complex Numbers
6A Intro
6B Modulus, conjugate and division
6C Modulus-Argument form
6D Basic operation
6E Solving CN equations
6F Solving polynomial equations
6G De Moivre's Theorem
6H Sketching subsets of the CP
Calculus
Ch 8 Differentiation
8A Differentiation
8B Derivatives of x=f(y)
8C Derivatives of inverse CF
8D Second Derivatives
8E Points of inflection
8F Related Rates
8G Rational Functions
8H Summary
8I Implicit Differentiation
Ch 9 Integration
9A Antidifferentiation
9B Antidiff of circular functions
9C Integration by substitution
9D Definite integrals by substitution
9E Integration using Trig identities
9F Further substitution
9G Partial Fractions
9H Further techniques
Ch 10 App of Integration
10A Theory of calculus
10B Area of region between two curves
10C Integration using CP400
10D Volumes of solids of Revolution
10E Lengths of curves in the plane
10F Areas of surfaces of revolution
Ch 11 Differential Equations
11A Introduction to DE
11B DE with function of Indep variable
11C DE with function of the dep variable
11D Applications of DE
11E The logistic differential equation
11F Separation of variables
11G DE with related rates
11H Using definite integral to solve a DE
11I Using Euler's rule to solve a DE
11J Slope Field for a DE
Ch 12 Kinematics
12A Position, velocity and acceleration
12B Constant acceleration
12C Velocity-time graphs
12D DE in the form v=f(x) and a=f(v)
12E Other expressions for acceleration
Projectiles
Ch 13 Vector Functions
13A Vector Functions
13B Position vectors as a function of time
13C Vector calculus
13D Velocity and acceleration for motion along a curve
Ch 15 Sample means
15A Linear combinations of random variables
15B Linear combinations of indep normal rv
15C simulation the dist of sample means
15D The dist of sample means of a normally distributed rv
15E the central limit theorem
15F Confidence intervals for the population mean
Ch 16 Hypothesis testing
16A Hyp testing for means
16B One-tail and two-tail tests
16C Two tail tests revisited
16D Errors in Hyp testing
Exams VidSOL
VCAA
24 EX 2
2023 Sample Qns
2022 Ex2
NH 2022 Ex 2
2021 Ex2
NH 2021 Ex2
NH 21 Ex 1
2020 Ex2
2020 Ex 1
2019
NH 2019
2018 & earlier
2017
NH 2017
NH 2018
2018
Trial Exams
Insight
HEFF
HEFF 23
2016
HEFF 2021 Ex 1
HEFF SM 2021 Ex 2
HEFF 2020
Kilbaha
NEAP
MAV
TSSM
2019
2018
2017
MAV 2020
Tests VidSOL
Orientation
2021 Kinematics/Forces
2021 Integration
2020 Diff Eqn Test
2020 DE Topic test/SAC Trial
Ch 13 Vector Functions
sm34 12 A-B
sm34 12 C-D
Projectiles
Terminal Velocity
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