Break composite shapes into familiar parts and calculate area, surface area, and volume with confidence. This mixed-difficulty quiz helps you practice choosing the right formulas, keeping units consis...
Pick a difficulty and question count to begin.
Composite figures get easier when you split them into rectangles, triangles, prisms, cylinders, and other basic shapes. You’ll practice identifying those parts, applying the correct formulas, and recombining results without losing track of units.
Questions are multiple-choice with 4 options and no timer, so you can focus on reasoning rather than speed. Choose your question count and difficulty before you start—mixed mode blends straightforward items with multi-step challenges.
Many mistakes come from mixing up area vs. surface area vs. volume, or forgetting which dimensions belong to which sub-shape. Another frequent issue is missing hidden faces on 3D composites or double-counting shared faces when adding surface areas.
Easy questions focus on clean splits and direct formula use, while harder ones add irregular decompositions, missing lengths, or extra steps like subtraction of cutouts. Mixed difficulty keeps the quiz approachable while still building problem-solving stamina.
If you want a quick warm-up, select fewer questions; for deeper practice, increase the question count and keep difficulty on Mixed to see a broader range of composite shape types.
What is the area of a rectangle that is 5 cm wide and 10 cm long?
What is the volume of a cube with a side length of 3 cm?
What is the area of a triangle with a base of 4 cm and a height of 3 cm?
This quiz has 111 questions on area, surface area, and volume of composite shapes.
Each question is multiple-choice with 4 options, and there is no timer.
Yes. You can set your preferred question count and select a difficulty level, including Mixed.
You’ll practice decomposing shapes, selecting formulas, tracking units, and combining parts correctly for final answers.
Common pitfalls include mixing up area vs. volume, double-counting shared faces, and using inconsistent units across sub-shapes.
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