Getting started with PAT Maths Adaptive

PAT Maths Adaptive (released 2021) is underpinned by the PAT Maths construct, which allows educators to accurately and efficiently measure students’ abilities in Maths, to diagnose gaps, strengths and weaknesses in student learning, and monitor student progress over time.

PAT Maths Adaptive uses students’ responses to actively determine the content as they progress through the test. Each student sees their own mix of test items as they progress through one of dozens of available testing pathways.

This article covers the following topics:

The following articles provide more detailed information about using PAT Maths Adaptive effectively:

  1. When to test with PAT Maths Adaptive
  2. Choosing the right PAT Maths Adaptive entry level
  3. Administering PAT Maths Adaptive tests
  4. Using results from PAT Maths Adaptive

Related articles:

About PAT Maths Adaptive

PAT Maths Adaptive aims to measure mathematical ability. It conceives of ability in mathematics as being more than just remembering mathematical facts and procedures. Students must be able to use their mathematical knowledge to solve problems, interpret data, and support or refute claims. To be able to do so, students must have a solid foundation in the basic skills and so must be able to quickly and accurately perform routine calculations.

PAT Maths 4th Edition (2015) is a non-adaptive (linear) test that comprises test forms ranging from Test 1 to Test 10 and can be administered according to student ability, based on previous scale score and educators' professional judgement. All students in a group respond to the same test items according to which of the ten available test forms they were assigned.

Related articles: Getting started with PAT Maths 4th Edition

The PAT Maths construct is the organising principle of the assessments; it is used to guide test development and structure the PAT reports. This structure is also part of the Progressive Achievement approach because the knowledge, skills and understanding represented in the tests are designed to support educators in identifying student needs.

Three overarching elements guide assessment development:

  • Strands
  • Proficiencies
  • Contexts

The PAT Maths Assessment Framework document linked at the bottom of this page provides further detail about these components.

Strands

In both PAT Maths and the Australian Curriculum: Mathematics F–10, there are three strands used:

  • Number and algebra
  • Measurement and geometry
  • Statistics and probability

Sub-strands

These are also the basis of the sub-strands in PAT Maths. There are eight sub-strands in PAT Maths:

  • Whole number operations
  • Fractions and decimals
  • Money and financial maths
  • Patterns and algebra
  • Measurement
  • Geometry
  • Statistics
  • Probability

Proficiencies

PAT Maths also addresses the mathematical proficiencies. These proficiencies are not discrete and an individual item will likely call on more than one of the four:

  • Understanding
  • Fluency
  • Problem solving
  • Reasoning

Contexts

Test items are each associated with a different context. A context is the situation within which the details of a test item or task are located, or the situation that generated the stimulus material for the task:

  • Abstract
  • Practical
    • Individual
    • Interactive
    • External

Acknowledgements

PAT Maths Adaptive is the most recently developed assessment to use the PAT Maths construct and builds on the earlier PAT Maths 4th Edition assessment. Katherine McGill was the lead test developer. Ammar Aldaoud, Andrew Mannion, Pam Munro-Smith, Ray Philpot, James Spithill, Geoffrey Tobin and Stravroula Zoumboulis all made valuable contributions to the development of the test content. Siek Toon Khoo and Ling Tan led the psychometrics and methodology work. Steve Kambouris worked on PAT Adaptive design and item banking, Liang-Cheng Zhang on trial analysis, Fuchun Huang on trial analysis and testlet selection, and Clare Ozolins on PAT Adaptive norming. Other staff members who made valuable contributions include Penny Pearson and Kathy He.

Supporting documents

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