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Students work in pairs to scale up or down a simple recipe (like cookies or lemonade) using proportions. For example, if a recipe serves 4, they need to adjust it for 10 people. Have them create a new recipe card with the adjusted measurements. This reinforces proportion concepts while connecting to real-life applications.

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Create a mock store with various items and their original prices. Students receive 'sale cards' with different percentage discounts (10%, 25%, 50%, etc.). They must calculate the final prices after discounts and compete to find the best deals. Add complexity by including additional percentage-off coupons that can be combined.

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Students create art by scaling up a small image using proportions. Provide them with a small drawing (4x6 inches) that they need to recreate proportionally on larger paper (16x24 inches). They must use proportions to determine the correct measurements of all elements in the larger version.

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Create sets of cards showing different population statistics (e.g., number of students in different schools, cities' populations). Students work in groups to write and solve proportion problems using the data. For example: 'If School A has 40 teachers for 600 students, how many teachers should School B have for 900 students to maintain the same ratio?'

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Label Jenga blocks with various percentages and whole numbers. When students pull a block, they must convert the percentage to a decimal or fraction, or calculate the percentage of a given number. If they answer correctly, they can place the block on top as usual. This adds a mathematical challenge to the traditional game.

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Students compete in teams to calculate tips at different percentage rates (15%, 18%, 20%) for various restaurant bills. Add complexity by having them split the bill among different numbers of people. First team to correctly calculate all scenarios wins. This helps practice mental math and percentage calculations.

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Create a scavenger hunt around the classroom or school where students find objects that demonstrate proportional relationships. For example, finding similar triangles in architecture, or comparing the ratio of windows to walls in different rooms. Students document their findings and explain the proportional relationships they discover.

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Students create a small clothing line with original prices, then calculate various sale scenarios. They must determine prices after sequential discounts (e.g., 30% off, then an additional 20% off), compare different discount strategies, and create attractive price tags showing both original and sale prices with the percentage saved.

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Students plan a pizza party using proportional reasoning. Given a ratio of slices per student from a previous party (e.g., 3 slices per 4 students), they must determine how many pizzas to order for different class sizes. Include different pizza sizes and toppings to create more complex proportional scenarios.

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Create a game where students toss beanbags into different containers marked with various point values. After each round, they calculate what percentage of their throws were successful and what percentage of their total points came from each container. This combines physical activity with percentage calculations.

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Create sets of cards with equivalent proportions expressed in different ways (fractions, decimals, percentages, ratios). Students play a matching game to find equivalent expressions. For example, matching '3:4' with '75%' with '0.75' with '9:12'. This helps students recognize different representations of proportional relationships.

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Students set academic or personal improvement goals using percentages. They track their progress over time and calculate the percentage of their goal achieved. For example, if they want to improve their typing speed by 25%, they can track their words-per-minute and calculate their improvement percentage weekly.