767 results found
This worksheet explores breaking down complex shapes to calculate perimeter in real-world engineering contexts. Students will practice decomposing shapes, applying formulas, and solving multi-step problems.
A worksheet focusing on applying the standard formula for the perimeter of rectangles to develop procedural fluency, solve real-world problems, and extend understanding with challenging questions.
A worksheet reviewing the key concept that angles in a semicircle are 90°, including procedural questions, problem solving, real-world contexts, and extension challenges.
A worksheet exploring Back Bearings, including procedural practice, problem solving, real-world contexts, and extension challenges designed for GCSE Foundation students.
A worksheet exploring back bearings through real-world business and finance contexts. Students will practice calculating, interpreting, and applying back bearings in various scenarios.
A worksheet focusing on calculating bearings, including procedural questions, real-world scenarios, and challenging extension problems to develop understanding and reasoning skills.
A worksheet focusing on understanding and calculating each exterior angle of polygons, aimed at GCSE Foundation students. Includes common misconception analysis and multi-step reasoning.
A worksheet exploring the concept of Each Angle in polygons, focusing on real-world applications related to science experiments. Students will apply exterior angle concepts to practical scenarios, develop problem-solving strategies, and analyze common mistakes.
A worksheet focusing on calculating and understanding Each Exterior Angle of polygons, designed for GCSE Foundation students to develop procedural fluency and reasoning skills.
A worksheet exploring the C-pattern formed by co-interior angles when a transversal crosses parallel lines. Includes real-world contexts and varied question types to build understanding.
A comprehensive worksheet focusing on the Z-pattern in alternate angles formed by parallel lines and a transversal, designed for GCSE Foundation students.
A worksheet focusing on the fundamental property that the angles in a quadrilateral sum to 360°, with a variety of questions to develop procedural skills and problem-solving abilities.
A worksheet covering various aspects of equilateral triangles, including angles, properties, and real-world applications for GCSE Foundation students.
A worksheet exploring the fundamental rule that the interior angles of a triangle sum to 180°, including practice, problem solving, real-world applications, and extension questions.
A comprehensive worksheet to practice calculating angles in various scenarios involving vertically opposite angles, focusing on procedural mastery, problem solving, and real-world applications.
This worksheet focuses on identifying vertically opposite angles, exploring common misconceptions, and developing accurate recognition skills through varied questions including error analysis.
A worksheet exploring the concept of 360° in real-world contexts and problem-solving scenarios related to angles at a point.
A worksheet exploring the concept of 360° in angles at a point, including procedural questions, reasoning tasks, real-world contexts, and challenging extension problems.
A worksheet exploring the concept of 180° on straight lines through real-world contexts, calculations, and reasoning tasks.
A worksheet focused on understanding and applying the concept that angles on a straight line sum to 180°. Suitable for GCSE Foundation students to develop procedural skills and problem-solving techniques.
A challenging worksheet exploring the properties and calculations related to segments of a circle, designed for GCSE Foundation students.
A worksheet focusing on the concept of arcs in circles, covering calculations, reasoning, and real-world applications suitable for GCSE Foundation students.
A worksheet covering various aspects of Tangent to a Circle, designed for GCSE Foundation students to develop understanding through practice and problem solving.
A worksheet focused on understanding and applying the properties of tangents to circles, including calculation, reasoning, and real-world problems.