839 results found
A worksheet focusing on the x² + bx form, designed to address common errors, misconceptions, and deepen understanding through varied questions.
A worksheet focusing on spotting patterns in the difference of two squares, including error analysis and misconceptions for Year 9 students.
A worksheet focusing on identifying and correcting common errors related to the difference of two squares, aimed at Grade 6 students.
A worksheet focused on identifying and correcting common errors in factorising quadratics of the form x² + bx + c, including error analysis and misconceptions.
A worksheet focusing on common misconceptions and error analysis in algebraic factorising for Grade 7 students. Includes procedural practice, reasoning, real-world applications, and extension questions.
This worksheet focuses on identifying and correcting common errors in factorising expressions with common factors. It aims to strengthen procedural mastery and deepen understanding through error analysis, reasoning, and real-world contexts.
A worksheet focusing on understanding and correcting common mistakes in expanding triple brackets through step-by-step analysis. Designed to build procedural mastery and address misconceptions.
A worksheet focusing on expanding the product (ax+b)(cx+d), addressing common misconceptions and errors. Suitable for Grade 8 students to develop procedural mastery and reasoning skills.
A worksheet focusing on misconceptions and error analysis related to expanding double brackets involving negatives, designed for Grade 6 students.
A worksheet focusing on common errors and misconceptions when expanding double brackets using Word FOIL. Designed to develop procedural fluency and reasoning skills.
A worksheet focusing on understanding, applying, and correcting errors related to expanding (x + a)(x + b). It includes practice, reasoning, real-world contexts, and extension problems.
A worksheet focusing on understanding and correctly expanding brackets with negative coefficients, targeting common misconceptions and error analysis for Grade 6 students.
A worksheet focused on understanding and correcting misconceptions related to expanding brackets with positive coefficients, including error analysis and real-world contexts.
A worksheet focused on understanding and avoiding sign errors when substituting negative values into algebraic expressions, with varied question types including error analysis and real-world contexts.
A worksheet exploring common errors and misconceptions in solving problems with multiple variables using substitution, aimed at Grade 7 students.
A worksheet focusing on error analysis and misconceptions related to substitution in algebra involving a single variable with positive values.
This worksheet focuses on understanding and correcting misconceptions related to negatives in algebraic expressions, especially when collecting like terms. It aims to develop procedural fluency and reasoning skills for Grade 8 students.
A worksheet focusing on collecting like terms with 4 or more terms, exploring common misconceptions, and developing procedural mastery for GCSE Foundation students.
A worksheet exploring common misconceptions and error analysis related to collecting like terms with positive coefficients, designed for GCSE Higher students.
A worksheet focused on identifying, correcting misconceptions, and practicing collecting like terms involving 2-3 terms. Designed for error analysis and conceptual understanding.
A worksheet focusing on writing algebraic expressions from real-world scenarios, emphasizing error analysis and misconceptions. Suitable for Grade 7 students to develop procedural and reasoning skills.
A worksheet focusing on translating words into algebraic expressions, with emphasis on common errors and misconceptions. Designed for GCSE Foundation students to develop procedural skills and reasoning.
A worksheet focusing on identifying and understanding terms, coefficients, variables, and constants in algebraic expressions, with an emphasis on common misconceptions and error analysis.
A worksheet focusing on understanding differences in truncation, addressing common misconceptions through error analysis and varied question types.