
Maths • 50 • 30 students • Created with AI following Aligned with Australian Curriculum (F-10)
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I want to introduce fractions of shapes. Activate prior knowledge, then students fols shapes into halves, quarters. Also show non- examples. Then I want a read and make for a pizza activity. Eg. Put Mushrooms on 1/2 your pizza. Put ham on 1/4 of your pizza etc.
Students build on informal experiences of sharing food and folding paper to recognise halves and quarters as equal parts of a whole shape. They investigate examples and non-examples before applying their understanding in a “read and make” pizza activity, where written fraction instructions guide their construction.
Students will:
0–5 min · Hook and prior knowledge. Teacher displays a round pizza image and asks, “If two people share this fairly, how much does each person receive?” then shows a second pizza shared unfairly; students turn and talk about what makes a share fair and share examples of fractions they have seen in everyday life. Open with the pizza hook and prior-knowledge slides.
5–13 min · Model equal parts. Teacher uses a paper circle and models folding it carefully in half, opening it, and folding again to make four equal parts; label the whole, one-half and one-quarter, emphasising that equal means the parts are the same size. Students copy the folds with a paper circle or square, trace the fold lines and orally rehearse, “A quarter is one of four equal parts.” Use the halves and quarters teaching slides to show clear diagrams.
13–21 min · Examples and non-examples. Teacher presents several shapes: a rectangle split into two equal parts, a circle split into four equal parts, and shapes divided into unequal regions or into four parts of different sizes. Students show thumbs up for “fraction parts” or hands on their head for “not equal parts”, then justify their decision using the sentence frame, “This is/is not ___ because the parts are/are not equal.” Include rotated and differently shaped examples so students focus on equality rather than orientation. Refer to the equal-parts examples and non-examples.
21–27 min · Guided check and vocabulary. Teacher draws a whole, half and quarter on the board and asks: “How many equal parts are in the whole?” and “How many parts make one whole?” Students sketch one half and one quarter on the fraction shapes and vocabulary worksheet, label each drawing and complete two quick prompts identifying equal and unequal parts. Circulate, checking that students do not interpret “quarter” as any four regions.
27–43 min · Read and make a pizza. Teacher explains that each student will make a paper pizza, read instructions and place or draw toppings on the stated part of the pizza. Students fold or use the pre-divided pizza on the fraction pizza read-and-make worksheet, then follow instructions such as “Put mushrooms on one-half of your pizza”, “Put ham on one-quarter”, and “Put capsicum on the other quarter.” They colour or draw toppings, keeping the parts visible, and pair-check each instruction by pointing to the relevant region and saying the fraction. Include a final instruction such as, “Put cheese on the whole pizza.” Display the task steps and model one example using the pizza activity instruction slides. Support students to interpret “the other quarter” as one of the remaining equal parts.
43–50 min · Share, assess and reflect. Teacher displays two or three pizzas, including one possible misconception, and asks students to explain whether each topping instruction was followed. Students complete the exit prompts on the reflection and exit section: draw a shape divided into four equal parts, shade one quarter, and finish the sentence, “Equal parts are important because …” Invite several students to share their reasoning and restate the key idea that fractions describe equal parts of a whole. Close with the review and exit-question slide.
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