QLD MATHS METHODS: UNIT 2: COMPLETE VIDEO PLAYLISTS

Blended Learning, QLD Mathematical Methods 3 comments

BREAKING NEWS:

This post, and others like it, became so popular that I made a whole new website!!

This is my new website: Click the picture or the link below to check it out.

http://mathsvideosaustralia.com/

At this website, you’ll find over 350 videos mapped to the senior Mathematics Curriculum of various states of Australia. I put quite a bit of work into making it user-friendly for teachers, parents and students to find the video they need. Best of all, it’s 100% free. Please click the link and check it out.

ORIGINAL POST BELOW.

Here we are with another instalment in our series of Video playlists for the new QLD Senior Maths Syllabus.

I’m posting this on Easter Friday. It’s taken a little while to put together and there’s still a few little amendments I’ll make to it, but for the most part it’s all here.

I’m rushing this through now because I know so many teachers are scrambling to figure out how to teach their students online right now.

There’s new videos being posted all the time now at my new website: https://mathsvideosaustralia.com/ so you should definitely go and check it out and bookmark it. You might also consider subscribing to my YouTube channel, because I’ll continue to post new videos throughout these holidays and into next term

Unit 2: Topic 1 & 2: Exponential and Logarithmic Functions

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Exponential Functions Basic shape and Translations
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Exponential Functions Dilations
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Exponential functions 2 Sketching
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Exponential functions sketching part 2
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Exponential functions 3 Finding equation from a sketch
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Exponential Model and Applications
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Logs 1 Intro to Logarithms
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Solving Indicial equations
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Harder Indicial Equations
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Indicial equations super hard quadratic action
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Indicial equations The hardest one
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Unit 2: Topic 3: Trigonometric Functions

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Introduction to Radians
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Converting Radians to Degrees and Degrees to Radians
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Radians quick angles
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Standard triangles
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The Unit Circle
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The Unit Circle The Tan Ratio
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The Unit Circle and Symmetry
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The unit circle CAST and why CAST works
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Finding exact trig ratios involving negative angles
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Finding exact values of trig ratios around the unit circle
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The Unit Circle Finding exact values of negative trig ratios
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The unit circle Boundary angles
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The unit circle solving unknown angles
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Solving Simple Trig Equations Worksheet (worksheet in Description)
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The unit circle solving unknowns in trig equations
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Pythagorean identity
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Pythagorean identity rearrangement
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Using Pythagorean Identities Part 1
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Solving trig identity equations using quadratics
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Solving trig identity equations using quadratics part 2
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Sketching SinX and CosX
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Sketching y = AsinX and AcosX
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Sketching y = AsinX +D and AcosX + D
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Sketching y = AsinBx + D or y = AcosBx +D
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Sketching y = AsinB(x+C)+D
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Finding the equation of a periodic function from a graph or sketch
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Revision of radians and the unit circle
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Solving and simplifying using trig identities
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Solving Trig equations The Tricky 3 Quantum of Quadratics
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Solving Trig equations The Tricky 3 Square or Die
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Solving Trig equations The Tricky 3 Domain Domination
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Sketching f(x) = tan(x) and why it looks like that.
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Unit 2: Topic 4: Introduction to Differential Calculus

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Variable and constant rates of change
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Average rates of change
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Intro to instantaneous rates of change
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The Gradient function
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Differentiation from first principles
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Differentiating polynomials by rule
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Finding Stationary points
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Nature of Stationary points
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Optimisation when the function is unknown
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Introduction to Kinematics
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Finding the equation of a tangent
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Finding the equation of a normal
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Unit 2: Topic 5: Further Differentiation and Applications 1

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Derivatives of polynomials, negative and fractional powers by rule
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Composite functions and the chain rule
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The chain rule the fast way
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The product rule
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The quotient rule
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Unit 2: Topic 6: Discrete Random Variables

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Discrete Random Variables: Introduction and Examples
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Discrete Random Variables Uniform Distribution
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Discrete Random Variable Worked Example
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The Geometric Probability Distribution
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Expected Value of discrete random distributions
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Discrete random distributions Expected value challenging but important
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Variance and Standard Deviation: Discrete Random Variables
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Properties of Expected Value: aE(X)+b = E(aX + b)
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The alternative Variance formula Proof
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Alternative Variance Formula Worked Example
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