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Feedback is the buzz-word and, as with most things, it is not being reinvented, but constantly readapted. In recent years, we see more formal national approach. One can become overwhelmed with the copious elements that need to be considered when feeding back to learners.
The key is to be clear a on what exactly you are feeding back on and how the ultimate goal will improve the individual child's learning. Feedback provides students with an evaluation of their work, either written or oral. It can be descriptive, but needs a clear layout in order to channel learners to focus on specific areas. It is important for students to establish clear goals in order to feed forward (use these evaluations to inform next steps). Feed forward gives learners a clearer idea of areas in need of development, which is crucial in goal setting. This is central to successful learning.
The attached template provides a useful tool for use with students to create an individualised learning chart. It includes visuals to understanding, important for EAL learners. The student is able to see areas that have improved and the learning goals to be worked on.
It is often easier for learners who are new to English to cope with the arithmetic areas of the mathematics curriculum, rather than with problem-solving activities, as the former require the use of less English. It is important that children learning EAL are familiar with and able to use mathematical language to achieve their potential in all areas of the subject.
It’s hard to even start to highlight the challenges of teaching EAL students in such a short article but there are a few key areas to consider:
Including learners of all cultures into the classroom environment and the school
Studying mathematics in an English-medium school presents learners of English as an Additional Language (EAL) with a double cognitive whammy as they grapple with learning English and maths at the same time. Understanding maths is more than just knowing how to add and subtract; it also requires learners to use language to make sense of what they are studying, so that they can apply their maths knowledge in real life (Ramirez, 2020; Winsor, 2007). All learners need to be able to discuss their mathematical thinking in order to clarify and embed their understanding of new concepts.