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GCSE MATHEMATICSAiming for Grade 7REVISION BOOKLETExam Dates: ___ ___ ___Name: ___ ContentsPage: Number:Surds3Bounds calculations7Algebra:Parallel and perpendicular graphs11Transformations of graphs16Algebraic
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Algebraic fractions are expressions that represent a ratio of two algebraic expressions, similar to how numerical fractions represent a ratio of two numbers. In GCSE mathematics, students learn how to simplify, add, subtract, multiply, and divide these types of fractions.
Students studying for their GCSE in mathematics are required to understand and work with algebraic fractions as part of their curriculum.
To work with algebraic fractions, students must first identify the numerator and denominator, then perform operations such as finding a common denominator for addition or subtraction, and simplify the resulting expression when possible.
The purpose of learning algebraic fractions in GCSE is to equip students with the skills to manipulate and solve equations that involve rational expressions, which are widely used in various fields of mathematics and applied sciences.
There is no requirement to report information on algebraic fractions in a formal sense. However, students might need to provide clear steps and justifications for their mathematical processes in examinations or assignments.
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