All
Practise this line
- 1The complete curriculumFrom bonds to ten all the way to advanced division.
- Bonds to ten
- Partitioning to ten
- Split houses to 10
- Split houses and teen numbers
- Neighbour numbers and round numbers
- Number families
- Partitioning to twenty
- Counting back to ten
- Addition within ten
- Counting frame to 10
- Counting frame to 20
- Bus problems: getting on
- Bus problems: getting off
- Subtraction within ten
- Vanishing sums and almost-vanishing
- Doubles and halves
- Addition within twenty
- Subtraction within twenty
- Addition bridging ten
- Subtraction bridging ten
- Jumps of ten and one
- Addition within a hundred
- Value of a digit
- Building numbers
- Numbers into digits
- Numbers into words
- Reading the number line
- Reading a bar chart
- Marking on the number line
- Subtraction within a hundred
- Bonding to the next ten
- Completing to one hundred
- Dot problems with plus
- Dot problems with minus
- Addition bridging tens
- Subtraction bridging tens
- Addition with tens and ones
- Quick methods with 9, 19, 29
- Subtraction with tens and ones
- 1 times table
- 2 times table
- Repeated adding to times
- Table strategy: 1× more and 1× less
- 10 times table
- 5 times table
- 3 times table
- 4 times table
- 6 times table
- 7 times table
- 8 times table
- 9 times table
- Dot problems with times
- Dividing by 2
- Dividing by 10
- Dividing by 5
- Dividing by 3
- Dividing by 4
- Dividing by 6
- Dividing by 7
- Dividing by 8
- Dividing by 9
- Addition to a thousand
- Subtraction to a thousand
- Completing to one thousand
- Calculating with 25 and 50
- Difference: counting on
- Addition with large numbers
- Subtraction with large numbers
- Value of a digit: large numbers
- Rounding to ten, hundred, thousand
- Multiplying larger numbers
- Extended tables
- Tens tables
- Sums with zeros and thought clouds
- Halving and doubling
- Times and divide by 10, 100, 1000
- Dividing with tens
- Division by partitioning
- Division with remainders
- Order of operations
- Roman numerals
- Squares, roots and powers
- Divisibility rules
- Prime numbers to 100
- Breaking down into prime factors
- Negative numbers: plus and minus
- Negative numbers: times and divide
- Making amounts
- Adding amounts
- Change from 5 and 10
- Price times quantity
- Change from 20 and 50
- Identifying fractions
- Fractions on the number line
- Filling a fraction to 1
- Comparing fraction strips
- Fraction of an amount
- From a part to the whole
- Simplifying fractions
- Fraction as percentage
- Percent and decimal
- The four-way: fraction, decimal and percent
- Percentage of an amount
- What percent is it?
- Working out the average
- Adding fractions
- Subtracting fractions
- Mixed numbers
- Decimals plus and minus
- Value of a digit after the decimal
- Rounding to decimal places
- Multiplying decimals
- Decimals × and ÷ 10, 100, 1000
- Fraction as decimal
- Units of length
- Units of capacity
- Units of mass
- Which unit fits best?
- Square units
- Hectare, are and m²
- Cubic units
- Converting time units
- Time with a decimal
- Time zones and world time
- Months of the year
- 24-hour clock
- Perimeter of a rectangle
- Area of a rectangle
- Area of a triangle
- Volume of a cuboid
- Counting block buildings
- Circumference of a circle
- Area of a circle
- Column addition
- Column subtraction
- Short multiplication
- Long multiplication
- Column decimals
- Multiplication with large numbers
- Long division
- Long division by two digits
- What is happening in the problem?
- Word problems: plus and minus
- Word problems: times and divide
- Word problems with measurements
- Word problems with time
- Word problems with money
- Word problems with ratios
- Two-step word problems
- Clock: o’clock and half past
- Clock: quarter hours
- Clock: to the minute
- Setting clock: o’clock and half past
- Setting clock: quarter hours
- Setting clock: to the minute
- Elapsed time
- Elapsed time, to the minute
- Ratio tables
- Filling in the ratio table
- Story problems with a ratio table
- Price per kilo
- Converting currencies
- Scale on the map
- Counting combinations
- Speed, distance and time
- m/s and km/h
- Fractions, percentages, decimals
- Fractions with different denominators
- Multiplying fractions
- Dividing by a fraction
- Calculating discounts
- What percent discount?
- Working back to old price
- VAT and percent added
Explanation: Bonds to ten · How many more are needed? · Friends of 10 in the split house · Split into two rooms · One before and one after · Two plus sums and two minus sums · Numbers above ten are ten and ones · How many to subtract for ten? · Start with the larger number · Look at the 5 red and 5 white beads · First the full top bar of 10 · Count who gets on · Count who gets off · Think of addition · Everything or almost everything away · Use doubles you know · Add to the ten · Take away from the ones · Make ten first · Bridge through ten · Jumps of ten and one · Tens and ones separately · Each digit has its place · Big numbers in pieces · Hundreds first, then ‘and’, then the tens and ones · What is one small mark worth? · Read the height of the bar · First find the number before it · Making up to a round number · Calculate back from the answer · Find the difference or add · Bridge through the ten · Tens first, then ones · Calculate with the round number, then adjust · Take away the tens first · The anchor times tables: 1, 2, 5 and 10 · Times is repeated adding · Helper sums: 1× more or 1× less · The other times tables: build on what you know · Divide the answer by the known number · Division is inverse multiplication · Calculate in round steps · Think in quarters and halves · Close numbers? Count on · Counting with zeros · Look at the digit to the right of it · Partition into tens and ones · Build on facts you know · Think of the little helper sum in your head · Halve one number, double the other · Partition into divisible parts · Find the largest multiple that fits · Brackets, powers, times and divide, then plus and minus · Roman numerals: I, V, X, L, C, D, M · Powers and square roots · Handy divisibility rules · Only divisible by 1 and itself · Break down into prime factors · Move along the number line · Two of the same signs is plus · Largest first · Pounds first, then pence · Count up to the amount paid · Multiply parts, then combine · Fractions: the denominator says in how many pieces · Fill to 1 whole · The more pieces, the smaller each piece · Back to the whole · Divide top and bottom by the same number · Percentage: per hundred · Switch between ratio, fraction, decimal and percent · Line up 100%, 50%, 25% and 10% · Make it a fraction, then per hundred · Add and divide by how many · Fractions with the same denominator: plus and minus · How many whole parts fit inside? · Think in hundredths · After the decimal: tenths, hundredths, thousandths · Look at the next digit · Decimals off, then back on · Move the decimal point · Same fraction, different notation · The size ladder: each step is times 10 · Compare with a known benchmark · Square sizes: each step is times 100 · Cubic units scale by one thousand per step · Time sizes: convert · Time zones: earlier to the west, later to the east · Count on your knuckles · After 12: subtract twelve · Walk once around the perimeter · How many unit squares fit inside? · A triangle is half a rectangle · How many unit cubes fit inside? · Add up the blocks per tower · Two times radius, times π · Radius squared, times π · In columns, starting from the right · In columns, regrouping when needed · Right to left, carrying tens · Two rows, second row starts with zero · Align decimal points · One row per digit, adding zeros · Long division, step by step · First make a sequence of the divisor · What is happening in the problem? · Read the problem first, then follow 5 steps · Two calculations in sequence · O’clock and half past · To the minute · Set the big hand first · Count minutes in steps of five · Bridge to the next hour, then count on · Bridge through the hour, to the minute · Find the scale factor and use it both times · What you do above, do below as well · Put the story in the table · Calculate back to 1 · Convert with an exchange rate · 1 cm on the map is ... in reality · Multiply the number of choices · How far in 1 hour? · Times 3.6 or divide by 3.6 · Four ways to express the same part · Find a common denominator first · Numerator × numerator, denominator × denominator · Flip the second fraction and multiply · How much off, out of how much? · Calculate back to 100% · First work out 1%, or first 10%From year 8 · 2060