Year-8-Curriculum-Overview-Spring-Half-Term-2

advertisement
Holly Hall Academy – Maths Year 8 Spring Half Term 2 Curriculum Document 2016
Investigating Angles
Year
8
Calculating fractions, decimals and percentages
Key Unit Focuses:
Key Unit Focuses:
 understand and use alternate and corresponding angles on parallel lines
 derive and use the sum of angles in a triangle (e.g. to deduce and use the angle sum in any
polygon, and to derive properties of regular polygons)




interpret fractions and percentages as operators
work with percentages greater than 100%
solve problems involving percentage change, including original value problems, and simple interest
including in financial mathematics
calculate exactly with fractions
Key Unit Concepts/Words:
Key Unit Concepts/Words:
Degrees, Right angle, acute angle, obtuse angle, reflex angle, Vertically opposite, Geometry,
geometrical, Parallel, Alternate angles, corresponding angles, Interior angle, exterior angle, Regular
polygon
Proper fraction, improper fraction, mixed number, Simplify, cancel, lowest terms, Percent, percentage,
Percentage change, Original amount, Multiplier, (Simple) interest, Exact
Notation - Mixed number notation, Horizontal / diagonal bar for fractions
Notation - Dash notation to represent equal lengths in shapes and geometric diagrams, Arrow
notation to show parallel lines
Key Assessments/Creative Outcomes:
Key Assessments/Creative Outcomes:











Identify alternate angles and know that they are equal
Identify corresponding angles and know that they are equal
Use knowledge of alternate and corresponding angles to calculate missing angles in geometrical
diagrams
Establish the fact that angles in a triangle must total 180°
Use the fact that angles in a triangle total 180° to work out the total of the angles in any
polygon
Establish the size of an interior angle in a regular polygon
Know the total of the exterior angles in any polygon
Establish the size of an exterior angle in a regular polygon






Recognise when a fraction (percentage) should be interpreted as a number
Recognise when a fraction (percentage) should be interpreted as a operator
Identify the multiplier for a percentage increase or decrease when the percentage is greater than
100%
Use calculators to increase an amount by a percentage greater than 100%
Solve problems involving percentage change
Solve original value problems when working with percentages
Solve financial problems including simple interest
Understand the meaning of giving an exact solution
Solve problems that require exact calculation with fractions
Learning review - KM: 8M6 BAM Task
Key Unit Homework: Linear Sequences
Useful Websites:
Useful Websites:
www.mymaths.co.uk
www.nrich.org
www.kangaroomaths.com
www.mymaths.co.uk
www.nrich.org
www.kangaroomaths.com
Additional
Assessment
End of term
test
Download