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Functional Skills Mathematics

By Revision Genie

Genie
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1

Counting objects accurately up to 100 (one-to-one counting)

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2

Counting on from any number up to 100

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3

Counting backwards from numbers up to 100

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4

Using grouping to count efficiently (e.g. groups of 2, 5, 10)

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5

Reading numbers up to 200

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6

Writing numbers up to 200

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7

Place value in two- and three-digit numbers up to 200 (hundreds, tens, ones)

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8

Ordering numbers up to 200 on a number line

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9

Comparing numbers up to 200 (greater than, less than, equal to)

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10

Identifying odd numbers up to 100

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11

Identifying even numbers up to 100

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12

Sequencing odd numbers up to 100

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13

Sequencing even numbers up to 100

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14

Understanding what the addition symbol (+) means

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15

Understanding what the subtraction symbol (βˆ’) means

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16

Understanding what the multiplication symbol (Γ—) means

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17

Understanding what the division symbol (Γ·) means

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18

Understanding what the equals symbol (=) means (balance/same value)

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19

Adding two-digit numbers (no crossing a ten)

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20

Adding two-digit numbers (crossing a ten)

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21

Subtracting two-digit numbers (no crossing a ten)

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22

Subtracting two-digit numbers (crossing a ten)

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23

Checking addition and subtraction answers (inverse/checking strategies)

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24

Multiplication facts within 0Γ—0 to 12Γ—12 (building recall)

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25

Using times tables to solve simple multiplication problems

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26

Understanding division as sharing (equal groups)

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27

Understanding division as grouping (how many groups?)

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28

Dividing a two-digit number by a one-digit number (no remainder)

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29

Dividing a two-digit number by a one-digit number (with a remainder)

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30

Writing remainders clearly (as β€œr …”)

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31

Interpreting remainders in context (left over / not enough for another group)

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32

Rounding whole numbers to the nearest 10 (within 0–200)

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33

Estimating an addition answer by rounding to the nearest 10

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34

Estimating a subtraction answer by rounding to the nearest 10

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35

Using estimation to check whether an answer is sensible

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36

Recognising one half of a whole number (simple examples)

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37

Recognising one quarter of a whole number (simple examples)

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38

Recognising one tenth of a whole number (simple examples)

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39

Recognising halves in shapes (shading/partitioning)

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40

Recognising quarters in shapes (shading/partitioning)

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41

Recognising tenths in shapes (shading/partitioning)

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42

Reading decimals to 1 decimal place

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43

Writing decimals to 1 decimal place

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44

Understanding place value in decimals to 1 decimal place (tenths)

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45

Ordering decimals to 1 decimal place (simple sets)

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46

Using decimals to 1 decimal place in everyday contexts (e.g. measures)

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47

Knowing the number of hours in a day

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48

Knowing the number of weeks in a year

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49

Naming and sequencing the days of the week

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50

Naming and sequencing the months of the year

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1

Recognising common coins and notes and their values (up to Β£1 focus)

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2

Adding amounts in pence up to 100p

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3

Writing money correctly using p

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4

Linking 100p to Β£1

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5

Converting simple amounts between pence and pounds (within Β£1 contexts)

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6

Finding the total cost of multiple items priced in whole pounds

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7

Finding the total cost of multiple items priced in pence (up to Β£1)

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8

Choosing a sensible way to pay (coins/notes) for a total

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9

Finding change from Β£1 (simple change-making)

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10

Writing money correctly using Β£

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11

Reading dates in common formats (e.g. dd/mm, dd/mm/yyyy)

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12

Writing dates in common formats (e.g. dd/mm, dd/mm/yyyy)

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13

Using a calendar to find specific dates and order them

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14

Reading analogue clocks to the hour

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15

Reading analogue clocks to the half hour

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16

Reading analogue clocks to the quarter hour

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17

Matching analogue time to digital time (hours/half/quarter)

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18

Reading 24-hour digital time (hours)

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19

Converting simple 24-hour times to daytime/evening understanding (hours)

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20

Choosing the right unit for length (mm, cm, m, km)

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21

Measuring length in millimetres using a ruler

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22

Measuring length in centimetres using a ruler

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23

Measuring length in metres (tape/metre stick)

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24

Understanding when kilometres are used (long distances)

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25

Comparing lengths and describing longer/shorter

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26

Choosing the right unit for weight (g, kg)

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27

Reading a scale in grams to the nearest labelled division

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28

Reading a scale in kilograms to the nearest labelled division

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29

Comparing weights and describing heavier/lighter

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30

Choosing the right unit for capacity (ml, l)

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31

Reading a scale in millilitres to the nearest labelled division

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32

Reading a scale in litres to the nearest labelled division

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33

Comparing capacities and describing more/less

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34

Reading positive temperatures on a thermometer

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35

Comparing positive temperatures (warmer/cooler)

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36

Reading a simple scale to the nearest labelled division

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37

Interpreting what each interval on a simple scale represents

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38

Naming common 2-D shapes (including pentagons and hexagons)

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39

Naming common 3-D shapes (including cylinders, cuboids, pyramids and spheres)

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40

Spotting 2-D and 3-D shapes in everyday objects

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41

Describing 2-D shapes by number of sides

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42

Describing 2-D shapes by number of corners (vertices)

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43

Noticing and describing angles in 2-D shapes (as corners/turns)

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44

Describing 3-D shapes by number of faces

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45

Describing 3-D shapes by number of edges

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46

Identifying corners/vertices on 3-D shapes

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47

Identifying and describing the base of a 3-D shape

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48

Comparing shapes using properties (which has more faces/edges etc.)

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49

Using positional language: between, inside, outside

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50

Using positional language: middle, below, on top

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51

Using directional language: forwards, backwards

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52

Describing position and direction in simple maps/room layouts/routes

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1

Reading numerical information from a list

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2

Reading numerical information from a simple table (rows and columns)

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3

Extracting information from a simple diagram (labels and values)

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4

Reading a bar chart (title, labels, categories)

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5

Reading values from a bar chart accurately

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6

Identifying highest/lowest values on a bar chart

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7

Answering β€œhow many/much” questions using a bar chart

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8

Comparing two categories in a bar chart (more/less)

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9

Comparing several categories to find most/least

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10

Making simple statements from bar chart data (what it shows)

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11

Sorting objects using one criterion

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12

Sorting objects using a second criterion

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13

Classifying objects using two criteria (e.g. using a simple grid/table)

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14

Explaining the rule used for sorting/classifying

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15

Turning list information into a simple table

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16

Turning table information into a list

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17

Creating a bar chart from given data (categories and values)

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18

Choosing a simple scale for a bar chart

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19

Labelling a bar chart clearly (title and axes/categories)

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20

Turning a bar chart back into a table or list

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21

Checking that a representation matches the original information

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