- I can calculate in my head
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- I can recall the first ten multiples of 2, 3, 4, 5, 6, 7, 8, 9 & 10
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- I can compare and order simple fractions, mixed numbers & decimals, and position them on a number line
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- I can relate simple fractions which have a denominator which is a factor of 100 to decimals
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- I can recognise the relationships between fractions and decimals
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- I can state one number lying between two given decimal numbers, the number being up to two decimal places
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- I can use assistive technology (tablets and computers) and other learning resources (base 10 blocks, fraction wall) to learn about numbers and their properties
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- I can understand percentage as the number of parts in every 100
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- I am able to express simple fractions such as one half, one quarter, three quarters and tenths and hundredths as percentages
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- I can understand the relationship between fractions, decimals and percentages
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- I can read, write and order whole numbers up to one million in figures and words
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- I can recognise, read and position whole numbers up to one million on a number line
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- I can recognise the place value of any digit in a whole number up to one million
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- I can compare and order whole numbers up to one million and include symbols such as >, < or =
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- I can identify odd and even numbers
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- I can count forward and backwards in 1s, 2s, 10s and 100s starting from any whole number
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- I can count forward and backwards in steps of 3, 4 or 5 to and from any whole number
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- I can count forward and backwards in steps of 25 and 50
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- I can list the first five multiples of any whole number up to and including one hundred
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- I can identify common multiples of two numbers
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- I can identify the least common multiple (LCM) of two numbers
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- I can identify factors of any two-digit number
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- I can generate and recall the first ten square numbers
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- I can generate and recall the first five cube numbers
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- I can use decimal notation for tenths and hundredths and know what each digit represents
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- From a one-digit number I can count forward and backward in steps of 0.1, 0.2, 0.25 and 0.5
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- I can recognise and extend number sequences and predict the new few terms
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- I can associate 0.25 with one quarter (¼ ) and 0.75 with three quarters (¾)
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- I can associate 0.1 with one tenth (1/10) and 0.01 with one hundredth (1/100)
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- I can read and use the terms ‘simple fractions’, ‘numerator’ and ‘denominator’
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- I can use the term ‘mixed numbers’ and I can recognise mixed numbers
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I can recognise, use and generate equivalent fractions |
- I recognise unit fractions and use them to find fractions of shapes, numbers and quantities
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- I can associate fractions and division
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- I can find remainders after division and express the remainder as a fraction
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- I can work through simple two-step situations using addition, subtraction, multiplication and division, giving a rough estimate and check the reasonableness of the answer
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- I can round any whole number to the nearest ten, hundred and thousand
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- I can round remainders to the nearest whole number depending on the context
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- I can write tenths and hundredths in decimal form and vice versa
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- I can add and subtract whole and decimal numbers up to two decimal places
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I can use column addition or subtraction methods using decimal numbers up to two decimal places |
I can derive quickly decimals that total 1 or 10 |
- I can use written methods for: ThHTU x U, HTU x TU, U.t x U, TU.t x U, U.th x U
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- I can use written methods for ThHTU ÷ U, HTU ÷ TU, U.t ÷ U, TU.t÷ U
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- I can use written methods for multiplication and division by 10 and 100 including decimals
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- I can derive doubles and halves of whole and decimal numbers
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- I can use brackets to order operations on positive numbers
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- I can round a decimal number with two decimal places to the nearest tenth and to the nearest whole number
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- I can find fractions of whole numbers
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- I can use simple fractions and mixed numbers
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- I can reduce a fraction to its simplest form
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- I can change an improper fraction into a mixed number and vice versa
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- I can read and interpret scales involving whole numbers
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- I can convert euro to cent and vice versa
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- I can work out totals of up to ten thousand and give the correct change
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- I can calculate, compare and discuss special offers
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- I can use simple proportion (using equivalent fractions) to solve simple problems
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- I can work through simple situations that involve direct proportion when unknown quantities are simple multiples of know quantities
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- I can use assistive technology (e.g. tablets) and other resources (fraction wall, euro coins) to calculate and to learn about numerical calculations
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- I can add or subtract by using the nearest multiple of 10, 100, or 1000 then adjusting
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- I can use column addition and subtraction with up to four-digit numbers
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- I can work through situations involving addition and subtraction with four-digit numbers
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- I recognise that division is the inverse of multiplication. I can also write a division statement corresponding to a given multiplication statement and vice versa
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- I can multiply and divide any integer by 10, 100 or 1000
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- I can recognise and extend pictorial patterns and number sequences
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- I can work through an equation where there are pictures instead of numbers
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- I can locate position on a grid with labelled rows and columns
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- I can use assistive technology (e.g. computers) and other resources to learn about the fundamentals of algebra
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- I can show and label the eight compass points
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- I can recognise the illustrate that a whole turn is the same as 4 right angles and half a whole turn is the same as 2 right angles
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- I can define and illustrate that an angle is a measure of turn
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- I can estimate, sort, measure and draw angle up to 180 degrees with a protractor
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- I can identify and distinguish between acute and obtuse angles
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- I can define area as the measure of the amount of surface of a flat shape
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- I can read and write the vocabulary related to area
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- I know the standard metric units of area, and their abbreviations, and I can recognise the relationships between different units of the same measure
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- I can estimate, measure and compare areas
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- I can use the decimal notation to express metric measures of area
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- I can define perimeter as the edge of a shape
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- I can identify the perimeters of regular and irregular polygons and can measure and calculate their lengths
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- I can work out the areas of squares and rectangles by counting squares on a grid
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- I can work out the area of squares and rectangles by using the formula: length x breadth
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- I can work out the area of a right-angled triangle by considering it as half of a rectangle
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- I can work out the area of compound shapes that are made up of squares and rectangles
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- I can convert and use larger to smaller standard units of time and vice versa
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- I can read and write time to the hour, half hour, quarter hour using terms ‘o’clock’, ‘half past’, ‘quarter past’ and ‘quarter to’
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- I can read, write and use the 12-hour clock (analogue and digital) to 1 minute, also using terms ‘past’ and ‘to’
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- I can read and use the 24-hour clock (analogue and digital)
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- I can read and use a timetable and a timeline
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- I can work out the duration of a time interval, the starting time and the finishing time
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- I can estimate and measure time using seconds, minutes and hours
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- I can solve word problems involving addition and subtraction of time given in hours and minutes
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- I can use assistive technology and other resources to learn about measures
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- I can use (measure and estimate), read and write standard metric units including their abbreviations (ml and l)
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- I can convert from larger to smaller units of capacity and vice versa
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- I can measure and draw lines on scales to the nearest millimetre
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- I can recognise and draw examples of horizontal and vertical lines
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- I can recognise examples of parallel and perpendicular lines, and can draw these on a square grid
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- I can deduce that the angles on a straight line add up to 180 degrees, and can also work out the size of missing angles in diagrams showing angles on a straight line
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- I can deduce that the angles around a point add up to 360 degrees and can also work out the size of missing angles in diagrams showing angles at a point
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- I can classify triangles according to the length of their sides and the size of their angles
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- I can deduce that the sum of the angles of a triangle is 180 degrees and can also work out the size of missing angles in triangles
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- I can draw squares and rectangles given the lengths of the sides
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- I can sort, name and classify polygons using properties such as the number of sides and the size of the interior angles
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- I can identify ‘regular’ and ‘irregular’ polygons
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- I can recognise and name simple 3D shapes
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- I can visualise simple 3D shapes from 2D drawings
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- I can identify and count faces, vertices and edges of simple 3D shapes
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- I can identify possible and impossible nets for a closed and an open cube
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- I can recognise, name and draw simple 2D shapes
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- I can use assistive technology and other resources to learn about properties of shapes
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- I can recognise reflective symmetry in regular polygons
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- I can identify and draw lines of symmetry in triangles and quadrilaterals
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- I can classify triangles using reflective symmetry
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- I can complete symmetrical patterns given one or two lines of symmetry at right angles
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- I can describe half right-angle rotations
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- I can describe 90 degrees and 180 degrees rotations both clockwise and anticlockwise
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- I can describe 45 degrees, 135 degrees, 225 degrees, 270 degrees and 315 degrees rotations both clockwise and anticlockwise
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- I can use assistive technology and other resources to learn about transformation geometry
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- I can construct a frequency table using a tally column
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- I can read and interpret a bar chart and a bar line graph
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- I can construct a bar chart and a bar line graph
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- I can work through a situation by representing and interpreting data in tables, graphs, charts and Carroll diagrams
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- I can read and interpret a pictograph where the symbol represents a number of units
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- I can draw a pictograph where the symbol represents a number of units
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- I can complete a given Carroll diagram
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- I can interpret the mean as the total amount divided by the number of items
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- I can work out the mean or the total amount given the mean and the number of items
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- I can use assistive technology and other learning resources to learn about statistics
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