Linear graphs (gradient, intercept, parallel, perpendicular)
Review linear functions and transformations of lines in multiple forms.
Master graphs, transformations, and curve sketching for GCSE exam success. Includes quadratics, cubics, reciprocals, and real-world function applications.
Graph families, transformations, curve sketching, and exam technique.
Approximate guided learning for GCSE mastery.
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Start with Chapter 6.1 to begin this section.
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Review linear functions and transformations of lines in multiple forms.
Sketch and identify key features of parabolas in all forms.
Identify turning points, roots, and end behavior for cubic functions.
Sketch y = 1/x and rational functions with asymptote analysis.
Understand growth/decay patterns and inverse relationships.
Sketch trig functions and identify period, amplitude, phase shift.
Apply y = f(x) + k, y = f(x + k), y = -f(x), y = f(-x) transformations.
Apply y = k·f(x), y = f(kx) and combine multiple transformations.
Use graph intersections to solve equations and identify solution regions.
Use graphs to find roots and test convergence of iterative methods.
Find f(g(x)) and sketch inverse functions with reflection in y=x.
Sketch functions defined in parts and functions with |x| expressions.
Eliminate parameters to find Cartesian form and sketch parametric curves.
Understand polar coordinates and sketch curves in polar form.
Connect equations, tables, and graphs to deepen function understanding.
Apply functions to model distance-time, speed-time, and financial situations.
Master exam-style questions with clear labeling, correct notation, and accuracy.
Combine multiple transformation techniques for complex composite functions.
Exam-style questions covering all graph families and transformations.
Final assessment covering all Section 6 topics at GCSE level.
Continue building your GCSE revision journey through the remaining topics.