Composite Functions

By the end of this lesson you will:

  • be able to find f(g(x)) given f(x) and g(x)

Homework: Composite and Inverse Functions Set1

Due: TBC

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Translating Functions

Desmos Calculator Activity

Explore the effects of changing the vales of a, b, c and d individually.

Discuss and agree the translations:

y = f(x + a)

y = f(x) + b

y = cf(x)

y = f(dx)

 

Click the graph below to start the activity:

🙂

 

Trigonometric Functions & Graphs

Mr H in 10 years

New Topic: Trigonometric Functions & Graphs

By the end of this topic you will be able to:
• convert Degrees to Radian measure and vice versa
• recall exact values in and calculate using radian measure
• translate graphs of trig functions
• sketch trig functions given their equation
• solve trig equations

Homework: Trig Functions Set1

Due: Tuesday 7th October

😉

Algebraic Functions and Graphs

Log Graph

New Topic: MiA Higher Ch2.2 Algebraic Functions and Graphs, pp30-44

By the end of this topic you will be able to:

• complete the square for quadratic functions

• recognise the probable form of a function from its graph

• draw graphs of related functions given f(x), f(x) being a simple polynomial or trigonometric function

• know the general features of the graphs of y=ax and y=logax

 

Homework: Algebraic Functions Set1

Due: Thursday 25th September

Composite & Inverse Functions

By the end of this topic you will:

  • know domain, range, inverse, composite functions
  • be able to find f(g(x)) given f(x) and g(x)

 

Homework: Composite and Inverse Functions Set1

Due: Thursday 11th September

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Graphs of Trig Functions

Mr H in 10 years

New Topic: Graphs of Trig Functions

By the end of this topic you will be able to:
• sketch and identify graphs of trig functions
• know the terms: amplitude, period, vertical and horizontal translation and phase angle
• solve problems involving graphs of trig functions

N5 Textbook Ch23

Homework: N5 HW – Trig Graphs

😉

Composite & Inverse Functions

By the end of this topic you will:

  • know domain, range, inverse, composite functions
  • be able to find f(g(x)) given f(x) and g(x)

 

Homework: Composite and Inverse Functions Set1

Due: Wednesay 25th September

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