All materials on our website are shared by users. If you have any questions about copyright issues, please report us to resolve them. We are always happy to assist you.

Information Report

Category:
## Documents

Published:

Views: 14 | Pages: 2

Extension: PDF | Download: 0

Share

Related documents

Description

Learning Brief Week 06 Specialist Mathematics Term 1 UNIT 3 2017 By the end of this unit, students will: Goals ã ã

Transcript

Week 06 Term 1
201
Theoretical
Components
Mathspace Lessons:
Absolute Value Functions:
ã
https://goo.gl/tGFyqT
ã
https://goo.gl/T9DsVs
ã
https://goo.gl/dtz8hX
ã
Graphs of Rational Functions:
ã
https://goo.gl/rNDccd
ã
https://goo.gl/AoFAA2
ã
Additional readings available on Google Classroom WK06 folder. Watch the following videos:
ã
Absolute Value Functions: https://goo.gl/1WgrJw
ã
Graphs of Rational Functions:
https://goo.gl/n3zBRk https://goo.gl/Gw4qIi https://goo.gl/RuW2S7
Practical
Components
Check Google Classroom WK05 folder:
ã
WK06 Mathspace __ Domain and Range of Absolute Value Functions Questions
ã
WK06 Mathspace __ Solutions to Absolute Value Functions Questions
ã
WK06Mathspace __ Graphing Absolute Value Functions Questions
ã
WK06Mathspace __ Graphing Hyperbolas Questions
ã
WK06Mathspace __ Graphing Rational Functions Questions Attempt at least 6 questions from each of the listed exercises.
See the next page. 5 marks
Q/F/O
Quiz/Forum/Other
Mathspace Quiz: to be completed by 12
th
March.
By the end of this unit, students will:
ã
understand the concepts and techniques in vectors, complex numbers, functions and graph sketching
ã
apply reasoning skills and solve problems in vectors, complex numbers, functions and graph sketching
ã
communicate their arguments and strategies when solving problems
ã
construct proofs of results
ã
interpret mathematical information and ascertain the reasonableness of their solutions to problems.
This week:
Sketching graphs:
ã
use and apply the notation
|x|
for the absolute value for the real number
x
and the graph of
y = |x|
ã
examine the relationship between the graph of
y = f(x)
and the graphs of
y =
1f
(
x
)
,
y = |f (x)|
and
y = f(|x|)
ã
sketch the graphs of simple rational functions where the numerator and denominator are polynomials of low degree.
Goals
Learning Brief
Specialist Mathematics UNIT 3
Show working or justify with reasoning. A: State the equations of f(x) and g(x): 2 marks B: Find a rational function g(x) that has the graph shown: 3 marks

Recommended

Related Search

We Need Your Support

Thank you for visiting our website and your interest in our free products and services. We are nonprofit website to share and download documents. To the running of this website, we need your help to support us.

Thanks to everyone for your continued support.

No, Thanks