Assessment is integral to all teaching and learning. MYP assessment requires teachers to assess the prescribed subject-group objectives using the assessment criteria for each subject group in each year of the programme. In order to provide students with opportunities to achieve at the highest level, MYP teachers develop rigorous tasks that embrace a variety of assessment strategies.
In the MYP, teachers make decisions about student achievement using their professional judgment, guided by mandated criteria that are public, known in advance and precise, ensuring that assessment is transparent. Across a variety of assessment tasks (authentic performances of understanding), teachers use descriptors to identify students’ achievement levels against established assessment criteria. MYP internal (school-based) assessment uses a “best-fit” approach in which teachers work together to establish common standards against which they evaluate each student’s achievement holistically.
The aim of MYP assessment is to support and encourage student learning. The MYP places an emphasis on assessment processes that involve the gathering and analysis of information about student performance and that provide timely feedback to students on their performance. MYP assessment plays a significant role in the development of ATL skills, especially skills that are closely related to subject-group objectives. The MYP approach to assessment recognizes the importance of assessing not only the products, but also the process, of learning.
MYP internal assessment includes tasks, strategies and tools that are designed, developed and applied by teachers working with students in their schools. Teachers are well placed to assess the work of their MYP students; this assessment model supports the professional judgment of teachers in deciding the achievement levels of individual students.
MYP assessment encourages teachers to monitor students’ developing understanding and abilities throughout the programme. Through effective formative assessment, teachers gather, analyse, interpret and use a variety of evidence to improve student learning and to help students to achieve their potential. Student peer and self-assessment can be important elements of formative assessment plans.
Internal (school-based) summative assessment is part of every MYP unit. Summative assessments are designed to provide evidence for evaluating student achievement using required MYP subject-group-specific assessment criteria.
Source: MYP From Principles to Practice (2014) https://ibpublishing.ibo.org/server2/rest/app/tsm.xql?doc=m_0_mypxx_guu_1409_2_e&part=8&chapter=1
This “criterion-related” approach represents a philosophy of assessment that is neither “norm-referenced” (where students must be compared to each other and to an expected distribution of achievement) nor “criterion-referenced” (where students must master all strands of specific criteria at lower achievement levels before they can be considered to have achieved the next level).
Assessment in the MYP aims to:
Source: MYP From Principles to Practice (2014) https://ibpublishing.ibo.org/server2/rest/app/tsm.xql?doc=m_0_mypxx_guu_1409_2_e&part=8&chapter=1
Internal summative and formative assessments are closely linked, and teachers must use their knowledge of IB assessment expectations and practices to help students improve performance through consistent, timely and meaningful feedback.
By assessing students as they develop disciplinary and interdisciplinary understanding, teachers identify student learning needs in order to better inform the learning process. Assessment in the MYP is not confined to the final part of a learning period, such as the end of a unit. Formative assessments can be planned from the start of a unit, although they may change as teachers engage with students to determine the next stages of learning.
In summary, when creating MYP units, teachers must ensure that assessments:
Source: MYP From Principles to Practice (2014) https://ibpublishing.ibo.org/server2/rest/app/tsm.xql?doc=m_0_mypxx_guu_1409_2_e&part=8&chapter=1