Fractions and Recurring Decimals Bundle | I Do, We Do, You Do | Year 8 Maths | Print Free

Editable Beyond Printables Year 8 maths PowerPoints. Project modelling, practice and answers; pupils can work in exercise books. The exact TES titles and resource numbers identify every included lesson.

EXACT LESSONS INCLUDED
(1) M835 — Adding and Subtracting Fractions | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587352]
(2) M157 — Multiplying Fractions | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587355]
(3) M110 — Dividing Fractions | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587383]
(4) M645 — Calculating with Fractions | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587384]
(5) M619 — Calculating with Mixed Numbers | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587403]
(6) M701 — Recurring Decimal Notation | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587487]
(7) M922 — Fractions to Recurring Decimals | I Do, We Do, You Do | Year 8 Maths | Print Free [TES 13587498]

Each lesson includes retrieval or prerequisite work, modelling, assessment checks, practice and differentiated questions with answers.

Choose Developing, Secure or Greater Depth tasks for the class. Super Challenge questions extend reasoning within the topic.

The presentations are editable. Keep questions with their matching answers when adapting the lesson for a particular class.

The bundles overlap: lessons also occur in the relevant subject collection and complete Year 8 collection. Check the list before buying twice.

Use the presentations in sequence or select a lesson for targeted KS3 revision. Allow pupils time to explain their methods and check their answers.

Print free means worksheets are not required; pupils may need exercise books, squared paper or geometry equipment for particular tasks.

These are original Beyond Printables teaching resources; they are not official Sparx products or access to the Sparx platform.

The lesson files are separate PowerPoints, so a teacher can locate and reopen a single topic without working through the whole bundle.

Teachers can pause on a modelled example, invite a pupil explanation, then reveal and discuss the worked answer before continuing. The guided examples support this classroom routine.

The independent questions are intended for written working, not just a final answer. Pupils can compare a calculation, diagram or explanation with the displayed answer and correct it.

A teacher can start a lesson with retrieval, use the checks on mini-whiteboards and direct pupils to practice suited to their current understanding. The presentation can be revisited later.

For a revision lesson, select a short run of examples and practice rather than presenting every slide. For first teaching, allow more time for discussion and checking misconceptions.

Where a question asks for reasoning, encourage pupils to state why the method applies. Comparing two plausible approaches can expose an error before pupils move to a new example.