Content Design Structure, Scope & Sequence of Mathematics Content Addressed Within Numbers Up! Volcanic Panic

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7-8 9-10 8-9 11-12 9 13-14 Division facts 2x, 5x, 10x Recognises division as repeated subtraction Recognises division as grouping Recognises division as sharing equally Recognises numbers that are divisible by 2, 5 and 10 Begins to recognise the language of division share, equal shares, divide by, how many fives make 20? divisible by Division facts 2x, 3x, 4x, 5x, 10x Recognises division as repeated subtraction Recognises division as grouping Recognises division as sharing equally Interprets in every situations as 24 cakes, 6 cakes in every box, how many boxes? Recognises numbers that are divisible by 2, 3, 4, 5 and 10 Recognises the language of division share, equal shares, divide by, how many fives make 20? divisible by, multiples Division facts 2x, 3x, 4x, 5x, 10x Recognises numbers that are divisible by 2, 3, 4, 5 and 10 into, how many fives make 20? divisible by, multiples Begins to recognise that division is the inverse of multiplication

9-10 15-16 10-11 17-18 Division facts 2x, 3x, 4x, 5x, 6x, 10x Recognises numbers that are divisible by 2, 3, 4, 5, 6 and 10 into, how many fives make 20? divisible by, multiples, remainder Understands that quarters are obtained by halving twice Recognises that any number divided by itself is 1 and any number divided by 1 remains the same Recognises that numbers cannot be divided by zero Recognises that division is the inverse of multiplication Recognises that division is non-commutative (is not the same when done in reverse) Gives a whole number remainder when one number is divided by another into, how many fives make 20? divisible by, multiples, remainder, factor, quotient Recognises whether or not given numbers are factors of another number Understands that quarters are obtained by halving twice Recognises that any number divided by itself is 1 and any number divided by 1 remains the same Recognises that numbers cannot be divided by zero Recognises that division is the inverse of multiplication Recognises that division is non-commutative (is not the same when done in reverse) Begins to recognise that the quotient remains the same if both dividend and divisor are divided by the same number e.g. 60 12 is the same as 30 6 and 15 3

Gives a whole number remainder when one number is divided by another Performs mixed calculations using the agreed order of operations Can determine which pair of numbers are the dividend and divisor for a given quotient Calculates using mixed measurement units e.g. metres and centimetres, litres and millilitres 11 19-20 Uses known division facts to derive facts for decimal numbers (1 decimal place) Performs a series of divisions (division chains) including calculations using decimal numbers (1 decimal place) and derived 1 000 multiples and decimal tenths Understands finding related quarters by halving again Know square roots of square numbers up to 10x10 Divides 4- and 5-digit 1 000 multiples by single digit numbers

12-13 21-23 13-15 24-26 Uses known division facts to derive facts for decimal numbers (2 decimal places) Performs a series of divisions (division chains) including calculations using decimal numbers (1 decimal place) and derived 1 000 multiples and decimal tenths Understands finding related quarters by halving again Know square roots of square numbers up to 10x10 Divides 4- and 5-digit 1 000 multiples by single digit numbers Recognises that division by a decimal fraction results in a quotient larger than the dividend Uses estimation skills to determine the approximate range of the answer to a division sum All previous multiplication facts Uses known division facts to derive facts for decimal numbers (2 decimal places) Derives facts for division of positive and negative integers Performs a series of divisions (division chains) and derived 1 000 multiples and decimal tenths Know square roots of square numbers up to 12x12 Derives related cube roots, including cube roots of decimal numbers

Understands and uses relationships between different operators in division operations e.g. division by 10 produces a quotient twice as large as division by 20 and division by 0.2 produces a quotient 10 times larger again Uses estimation skills to determine the approximate range of the answer to a division sum Recognises that division by a decimal fraction results in a quotient larger than the dividend