Rating 5.0 out of 5 (4 ratings in Udemy)
What you'll learn- Derivatives
- Functions
- Critical turning points
- Rates of change
- Methods- Calculus unit 3
- Anti- Derivatives
DescriptionOur Methods unit 3 course is designed especially for students who want to get a great score for their year 11 or 12 methods SACs and outcomes for unit 3. Like everything in life, the more prepared you are, the better you will perform.
Of course, it requires the right kind of preparation. This short video course …
Rating 5.0 out of 5 (4 ratings in Udemy)
What you'll learn- Derivatives
- Functions
- Critical turning points
- Rates of change
- Methods- Calculus unit 3
- Anti- Derivatives
DescriptionOur Methods unit 3 course is designed especially for students who want to get a great score for their year 11 or 12 methods SACs and outcomes for unit 3. Like everything in life, the more prepared you are, the better you will perform.
Of course, it requires the right kind of preparation. This short video course is designed by subject experts, teachers and high ATAR achievers at Evergreen Tutoring Services, and it is the best video support you can find.
Everything is aligned to the Australian Curriculum, including specific outcome requirements from the VCAA regarding what a high scoring response for this task requires. It covers everything students need to know to get their best ATAR.
What will be covered in this course?
Properties of Anti-derivatives and definite integrals
Anti-differentiation by recognition that F ’ (x) = f (x) implies ∫f (x)dx=F(x)+c
Applications for first and second derivatives part 1
Applications for first and second derivatives part 2
Rules of differentiation (FORMULA)
Rules of differentiation: Part 1 (linearity)
Rules of differentiation: Part 2 (Product rule)
Rules of differentiation: Part 3 (Chain rule)
Rules of differentiation: Part 4 (Quotient rule)
Average rates of change
Instantaneous rates of change
Circular functions
Integration techniques for Polynomials, exponentials and circular functions
Polynomial functions
Exponential and logarithmic functions
Graphical derivatives and anti-derivatives
Non-stationary critical points
Stationary critical points turning points. Maxima and Minima part 1
Stationary critical points turning points. Second derivative test part 2
Stationary critical points. Inflection points.
Rational functions