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Surface Area Quizzes, Questions & Answers

Are you fascinated by spatial figures and their properties? Do you enjoy calculating the surface area of three-dimensional shapes? If you're eager to put your understanding of surface area to the test, look no further than our online surface area quizzes. Designed to challenge your knowledge and problem-solving skills, these quizzes are an excellent way to prove your expertise in calculating and understanding surface area. Read More

Top Trending Quizzes


Most students have a hard time when it comes to finding the volume of some shapes, and the quiz below is perfect for helping them be more capable of tackling any quiz like it. Use the formula sheet and skills to find the...

Questions: 10  |  Attempts: 2968   |  Last updated: Apr 10, 2025

This quiz assesses skills in calculating surface areas and volumes of various geometric shapes such as prisms, cubes, pyramids, and cylinders. It is designed to enhance understanding of practical geometry applications, essential...

Questions: 21  |  Attempts: 6479   |  Last updated: Jan 6, 2025
  • Sample Question
    I need to figure surface area for
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So, this "Surface Area of Cylinders" practice quiz is for math lovers. Many people don't realize that a cylinder is a combination of a rectangle and two semi-circles. In the calculation of the surface area, you...

Questions: 10  |  Attempts: 2499   |  Last updated: May 13, 2023
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    What's the surface area of a cylinder? If,Height = 5 feet Radius = 1 foot
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By completing this quiz you are going to be prepared for the final exam on surface area and volume of a cylinder.

Questions: 6  |  Attempts: 1322   |  Last updated: Jul 26, 2024
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    What is the formula for a cylinders surface area?
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This quiz assesses the ability to calculate surface areas of various geometric shapes, specifically prisms and pyramids. It includes practical scenarios like constructing boxes and making class project models, enhancing spatial...

Questions: 5  |  Attempts: 1438   |  Last updated: Jul 10, 2024
  • Sample Question
    The net of a paperweight is shown below.  Which is closest to the lateral surface area of the paperweight?  
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