Number
Skip counting and equal groups
Group collections into 5s or 10s, count efficiently and connect groups of ten with tens and ones.
Year 1 Maths
Find the exact skill a learner needs, understand it clearly and open the right teaching or practice resource.
Complete resource pathway
Use the free skill guides to find the right Australian Curriculum code. Choose complete printable slide and worksheet resources on TPT, or create a free Skillr App profile for connected practice, tests and saved progress.
Print-first promise: every TPT resource is complete for independent offline use. The app is optional and adds a learner profile, practice and progress tracking.
Skill navigator
Skills are grouped by curriculum strand. Exact Australian Curriculum wording remains available on every card.
Number
Group collections into 5s or 10s, count efficiently and connect groups of ten with tens and ones.
Algebra
Recognise, continue and create number patterns formed by counting in 2s, 5s and 10s.
Algebra
Identify the repeating unit and continue patterns made with shapes, objects, movements or sounds.
Space
Make, compare and classify familiar 2D shapes and 3D objects using observable features.
Number
Numbers to 120 can be represented with objects, numerals, number lines and charts. The same number can be shown in different ways
ExampleWhich numeral shows twelve?
recognise, represent and order numbers to at least 120 using physical and virtual materials, numerals, number lines and charts
Number
Numbers can be partitioned in different ways. Two-digit numbers can always be described using tens and ones
ExampleWhich partition matches 11?
partition one- and two-digit numbers in different ways using physical and virtual materials, including partitioning two-digit numbers into tens and ones
Number
Large collections are easier to count when they are partitioned into equal groups and skip counted
ExampleCount by 2s: 2, 4, 6, 8, __. What comes next?
quantify sets of objects, to at least 120, by partitioning collections into equal groups using number knowledge and skip counting
Number
Addition joins parts to make a whole. Subtraction can remove a part or find a missing part. Strategies help us work within 20
ExampleThe blue frame shows 8 counters and the gold frame shows 5. How many counters are there altogether?
add and subtract numbers within 20, using physical and virtual materials, part-part-whole knowledge to 10 and a variety of calculation strategies
Number
Additive problems can involve joining, taking away, comparing or finding a missing part. Diagrams and materials help decide what to do
ExampleWhich operation matches this story: 7 apples are joined by 5 more apples?
use mathematical modelling to solve practical problems involving additive situations including simple money transactions; represent the situations with diagrams, physical and virtual materials, and use calculation strategies to solve the problem
Number
Equal sharing means each group gets the same amount. Equal grouping means making groups of the same size
ExampleShare 12 counters equally between 3 groups. How many counters go in each group?
use mathematical modelling to solve practical problems involving equal sharing and grouping; represent the situations with diagrams, physical and virtual materials, and use calculation strategies to solve the problem
Algebra
Skip counting creates number patterns. Patterns by 2s, 5s and 10s have predictable changes
ExampleContinue the pattern: 5, 10, 15, 20, __.
recognise, continue and create pattern sequences, with numbers, symbols, shapes and objects, formed by skip counting, initially by twos, fives and tens
Algebra
A repeating pattern is made from a unit that repeats again and again. The unit is the smallest part that repeats
ExampleArrange one complete unit for the pattern 1 2 3 1 2 3. Which order is correct?
recognise, continue and create repeating patterns with numbers, symbols, shapes and objects, identifying the repeating unit
Measurement
Objects and events can be compared by length, mass, capacity or duration. The attribute must match the question
ExampleOrder the block trains from shortest to longest. Which order is correct?
compare directly and indirectly and order objects and events using attributes of length, mass, capacity and duration, communicating reasoning
Measurement
Length can be measured with informal units, but the units must be the same size and placed end-to-end without gaps or overlaps
ExampleAll objects were measured with the same block. Order them from shortest to longest. Which order is correct?
measure the length of shapes and objects using informal units, recognising that units need to be uniform and used end-to-end
Measurement
Time can be described using years, months, weeks, days and hours. Events can be ordered by when they happen and how long they take
ExampleSelect all events that could sensibly be described in hours. Choose the group with all the correct answers
describe the duration and sequence of events using years, months, weeks, days and hours
Space
Shapes and objects can be compared and classified using observable features such as sides, corners, faces, curves and flat surfaces
ExampleHow many flat faces does a cube have?
make, compare and classify familiar shapes; recognise familiar shapes and objects in the environment, identifying the similarities and differences between them
Space
Directions use position and movement words so people and objects can move from one location to another within a space
ExampleA robot faces up. Which arrow moves it forward?
give and follow directions to move people and objects to different locations within a space
Statistics
Categorical data sorts answers into named groups. Data can be recorded with objects, drawings, lists, tally marks, symbols or digital tools
ExampleWhich category receives the most responses?
acquire and record data for categorical variables in various ways including using digital tools, objects, images, drawings, lists, tally marks and symbols
Statistics
Collected data can be represented with one-to-one displays where each mark or symbol stands for one response. Frequencies help compare categories
ExampleWhich statement is correct?
represent collected data for a categorical variable using one-to-one displays and digital tools where appropriate; compare the data using frequencies and discuss the findings