Year 12 Maths Methods

$24.50/hr

COURSE DESCRIPTION

Our highly qualified tutors are well equipped with knowledge and experience to teach all the core areas in year 12 Mathematical Methods. Our lessons are in line with the SACE curriculum and our particular teaching methodology to make clear connections with the curriculum content and promote both theory and practice. Our tutors prepare students through regular class exercises, quality worksheets, mini-class tests, practice tests and full trial exams for outstanding results.

Please access the Maths Methods Information Letter for more information about the course.

Course Features

Lessons 40 - 45
Exams 8+
Duration 2 hours
Skill level All levels
Curriculum SACE
Students 10
Assessments

Differential CalculusFurther Differentiation and Applications 0/5
Tutors SA follows the SACE curriculum for Stage 2 Mathematical Methods.
- Lecture1.1
  Introductory Differential Calculus
  0m
- Lecture1.2
  Differentiation Rules
  0m
- Lecture1.3
  Exponential Functions
  0m
- Lecture1.4
  Trigonometric Functions
  0m
- Lecture1.5
  The Second Derivative
  0m
Discrete Random Variables 0/3
- Lecture2.1
  Discrete Random Variables
  3m
- Lecture2.2
  The Bernoulli Distribution
  0m
- Lecture2.3
  Repeated Bernoulli Trials and the Binomial Distribution
  0m
Integral Calculus 0/4
- Lecture3.1
  Anti-differentiation
  0m
- Lecture3.2
  The Area under Curves
  0m
- Lecture3.3
  Fundamental Theorem of Calculus
  0m
- Lecture3.4
  Applications of Integration
  0m
Logarithmic Functions 0/3
- Lecture4.1
  Using Logarithms for Solving Exponential Equations
  0m
- Lecture4.2
  Logarithmic Functions and their Graphs
  0m
- Lecture4.3
  Calculus of Logarithmic Functions
  0m
Continuous Random Variables and the Normal Distribution 0/3
- Lecture5.1
  Continuous Random Variables
  0m
- Lecture5.2
  Normal Distributions
  0m
- Lecture5.3
  Sampling
  0m
Sampling and Confidence Intervals 0/3
- Lecture6.1
  Confidence Intervals for a Population Mean
  0m
- Lecture6.2
  Population Proportions
  0m
- Lecture6.3
  Confidence Intervals for a Population Proportion
  0m