H2 Math - Functions - Tim Gan Math Online Courses

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Functions I 1 Question

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Functions Conceptual Video

Vertical Line Test 1 Question

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Pg 1 – Vertical Line Test

Horizontal Line Test 1 Question

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Pg 1 – Horizontal Line Test

Range of a Function 7 Questions

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Pg 2 Q1 – Range Of A Function

Pg 2 Q2 – Range Of A Function

Pg 2 Q3 – Range Of A Function

Pg 2 Q4 – Range Of A Function

Pg 2 Q5 – Range Of A Function

Pg 2 Q6 – Range Of A Function

Additional Notes – Determining The Range Of A Composite Function

Inverse Functions 5 Questions

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Pg 3 – Inverse Function

Pg 3 Q1 – Inverse Functions

Pg 3 Q2 – Inverse Functions

Pg 4 Q1 – Inverse Functions

Pg 4 Q2 – N2008 P2 Q4

Practice 1 4 Questions

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2013 ACJC P1 Q7

Composite Functions 1 Question

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Pg 6 – Composite Functions

Determining The Range Of A Composite Function 6 Questions

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Pg 7 Q1 – Determining The Range Of A Composite Function

Pg 7 Q2 – Determining The Range Of A Composite Function

Pg 8 Q1 – Determining The Range Of A Composite Function

Pg 8 Q2 – Determining The Range Of A Composite Function

Pg 9 Q1 – Determining The Range Of A Composite Function

Pg 10 – Determining The Range Of A Composite Function Q7

Sketching Identity Functions ff⁻¹(x) and f⁻¹f(x) 6 Questions

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Pg 10 Q2 – Sketching Identity Functions ff⁻¹(x) and f⁻¹f(x)

Pg 10 Q3 – Sketching Identity Functions ff⁻¹(x) and f⁻¹f(x)

Pg 10 Q4 – Sketching Identity Functions ff⁻¹(x) and f⁻¹f(x)

Pg 11 Q2 – 2013 RVHS P2 Q3

Pg 12 Q1 – Sketching Identity Functions ff⁻¹(x) and f⁻¹f(x)

Pg 12 Q2 – 2015 HCI P1 Q5

Repeating Functions 3 Questions

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Pg 13 Q1 – Repeating Functions

Pg 13 Q2 – Repeating Functions

Pg 13 Q3 – N2009 P1 Q4

Self-inverse Functions 5 Questions

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Pg 14 Q1 – N2006 P1 Q3

Pg 14 Q2 – 2016 CJC P1 Q11

Pg 15 Q1 – 2009 HCI P1 Q9

Pg 15 Q2 – 2011 HCI C2 BT2 Q5

Pg 15 Q3 – 2016 JJC P1 Q6