749 results found
A worksheet applying the formula for the volume of cones (⅓πr²h) in real-world architectural and design contexts to enhance procedural skills and problem-solving abilities.
A worksheet focusing on the volume of cones using the formula ⅓πr²h, designed for problem solving and reasoning at GCSE Higher level.
A worksheet focusing on calculating the volume of cones using the formula ⅓πr²h, designed to develop procedural fluency and problem-solving skills.
This worksheet focuses on understanding and applying the formula for the volume of pyramids, specifically ⅓ × Base Area × Height, including common errors and misconceptions. Designed for Grade 6 students.
A worksheet covering the volume formula of pyramids: ⅓ × Base Area × Height, with a variety of question types for practice and mastery.
A worksheet focused on calculating the volume of pyramids using the formula ⅓ × Base Area × Height, designed for challenge and extension.
A worksheet focusing on the volume formula for pyramids, emphasizing real-world science experiment contexts.
A worksheet focusing on calculating the volume of pyramids using the formula ⅓ × Base Area × Height, designed for GCSE Higher students to develop procedural and problem-solving skills.
A worksheet focusing on calculating the volume of pyramids using the formula ⅓ × Base Area × Height, designed for GCSE Foundation students to develop procedural fluency and problem-solving skills.
A worksheet focusing on understanding, calculating, and identifying misconceptions related to the volume of cylinders using the formula πr²h.
A worksheet reviewing the formula for the volume of cylinders, πr²h, with a mix of procedural, problem-solving, real-world, and extension questions.
A worksheet exploring the volume of cylinders using the formula πr²h, including practice, problem solving, real-world scenarios, and extension questions.
A worksheet exploring the volume of cylinders using the formula πr²h, with real-world contexts related to gaming and technology.
A worksheet focusing on calculating the volume of cylinders using πr²h, including procedural practice, reasoning, and real-world applications.
A worksheet focused on mastering the formula for the volume of cylinders, πr²h, with a variety of questions to develop procedural fluency and problem-solving skills.
This worksheet explores common errors and misconceptions related to calculating the volume of prisms using the formula: Volume = Cross-sectional Area × Length. It includes practice, problem-solving, real-world applications, and extension questions.
A comprehensive worksheet reviewing the concept of calculating the volume of prisms using the area of cross-section multiplied by length, including procedural, reasoning, real-world, and extension questions.
A worksheet exploring the concept of volume calculation through the area of cross-section multiplied by length, including practice, reasoning, and extension questions.
A worksheet focusing on calculating the volume of prisms using the area of their cross-section multiplied by length, within engineering contexts.
A worksheet focusing on calculating the volume of prisms using the Area of Cross-section multiplied by Length, suited for GCSE Foundation students. Includes procedural, problem-solving, and real-world questions.
A worksheet focusing on calculating the volume of prisms using the area of cross-section multiplied by length, designed for Year 9 students to develop procedural fluency and problem-solving skills.
A worksheet focusing on the volume of cuboids using the formula l × w × h, designed to address common errors and misconceptions among Year 9 students.
A worksheet covering Volume of Cuboids - l × w × h for GCSE Higher students, including procedural, contextual, and extension questions.
A worksheet covering volume calculation using l × w × h, designed for challenge and extension activities for Grade 7 students.