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2020 Math
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13 June 2020 Zoom
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2020 Math
Home
13 June 2020 Zoom
Awesome Resources
Te Reo
NZC Digital Technology
Secondary School
2021
PYP
Who we are
Where we are
Express Ourselves
World Works
Organise
Share the Planet
Workshop
Exhibition
Lockdown
Exhibition Survey
Year 6
August Lockdown
George Nathan & Jasmine
Year 7
August Lockdown 26
Elbe & Keana
Rebecca
Year 8
Lockdown Links
Multiplication Strategies
Recreational Math
Math Pickle
DESMOS Design
Topics
Number
Algebra
Measurement & Geometry
Desmos Geometry
Shape
Statistics & Probability
Coding
Coding Links
Scratch
More Scratch
Python
Prime Climb
Prime Climb Scratch
Reflection
More
Home
13 June 2020 Zoom
Awesome Resources
Te Reo
NZC Digital Technology
Secondary School
2021
PYP
Who we are
Where we are
Express Ourselves
World Works
Organise
Share the Planet
Workshop
Exhibition
Lockdown
Exhibition Survey
Year 6
August Lockdown
George Nathan & Jasmine
Year 7
August Lockdown 26
Elbe & Keana
Rebecca
Year 8
Lockdown Links
Multiplication Strategies
Recreational Math
Math Pickle
DESMOS Design
Topics
Number
Algebra
Measurement & Geometry
Desmos Geometry
Shape
Statistics & Probability
Coding
Coding Links
Scratch
More Scratch
Python
Prime Climb
Prime Climb Scratch
Reflection
Year 7 Lockdown Math
Learning Intention: Develop Algebraic skills and understanding.
find and represent relationships in spatial and number patterns, using:
tables and graphs
general rules for linear relationships.
Algebraic Patterns
Transum Matchstick Patterns
Constant Difference = the number of matches added to get the next pattern.
Linear patterns always have a constant difference.
This constant difference is used in the equation which describes the sequence.
Zero Term = the number of matches in the first pattern less the constant difference.
n = the nth term. This is where algebra comes in. We describe the pattern with an equation.
If the constant difference is "a" and the Zero Term is "b" then equation will be "an+b"
Note that in algebra "an" means "a multiplied by n"
We can then use this equation to calculate the number of matches of any term in the sequence without having to start from the beginning.
Level 1
- Linear sequences of matchstick patterns
Desmos Graph
of the first matchstick pattern.
Level 2
- Linear sequences of chairs and tables
Desmos Graph
of the first table and chair pattern.
When you have done those why not progress to:
Sequences Level 2
- Find the nth term of linear sequences
Sequences Level 3
- Find a given term of linear sequences
Extra for experts
Geometric Sequences
- These are NOT linear, they do NOT have a constant difference.
Algebraic Notation
Collecting Like Terms
- This is where you would start. It is important to know which terms are 'like' and can be combined into one term.
Level 1
- Simplify simple expressions by writing them in a more compact form
Level 2
- Simplify some slightly more difficult expressions
Transum Missing Lengths
Remember the aim of 1 to 2 hours per week. The above is expected to be 2 weeks work. If you have completed it all in under 3 hours please proceed to
Year 8
Lockdown Maths.
Linear Graphs
See the
Year 8
page for the exercises on this.
Rm 26 Math - Term 2 Week 5
Learning Intention: To build fluency and flexibility applying number knowledge and skills.
Monday:
Estimate Powers & Roots
Tuesday:
Number Puzzle
Wednesday:
Math Word Search
Thursday:
Solve Algebraic Equations
Friday: Try some extra levels of any of the tasks or find yourself a new task to explore.
Recreational Math
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