

An introductory worksheet on exponential functions. The exercises include stating whether a given function is exponential or not, evaluating an exponential function at some values, determining the constant term of an exponential function given a point on its graph and sketching exponential functions. Solutions are provided.
Ready-to-use Introduction to Exponential Functions worksheet for GCSE Higher and A-Level Maths. Includes identifying, evaluating, and sketching exponential graphs with complete step-by-step solutions!
Introduce exponential functions with confidence using this comprehensive, ready-to-print practice worksheet!
This 9-page resource is designed to help students master the foundational concepts of exponential equations and their graphs. It is perfect for a core lesson, a structured homework task, a revision independent study packet, or a reliable cover lesson plan.
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Key Skills Covered
• Identify: Recognize true exponential functions by examining bases and variable indices.
• Evaluate: Calculate function values using integer, decimal, fraction, and surd inputs.
• Graph & Sketch: Sketch and compare critical parent curves (including base 2, 3, 4, and e) on coordinate grids.
• Find the Base: Calculate missing “a” values and determine the exact equation when given a graph or specific coordinate points. -
What Is Included in the Download?
• Student Worksheet: 3 pages of cleanly formatted, easy-to-read maths problems with clear workspaces.
• Complete Solutions Guide: 6 pages of step-by-step, fully worked-out answers for every single question—ideal for quick marking or student self-assessment. -
Why Teachers Love This Resource
• Zero Prep Time: Just download, print, and you are ready to teach.
• High-Quality Layout: Clear coordinate grids provided for precise sketching.
• Versatile Use: Tailored to bridge the gap between upper GCSE topics and early A-Level skills. -
Curriculum & Exam Board Alignment
• GCSE Mathematics: Higher Tier (Graphs of non-linear functions / Exponential growth).
• AS & A-Level Mathematics: Pure Mathematics (Exponentials and Logarithms).
• Exam Boards: Fully compatible with Edexcel, AQA, OCR, and Cambridge specifications.
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