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I. Numbers (64)

II. Quadratic functions (235)

III. Polynomials (195)

IV. Graphs of polynomials (125)

V. Coordinate geometry (217)

VI. Differentiation (395)

VII. Integration (265)

VIII. Graph transformations (58)

IX. Sequences and series (253)

X. Trigonometry (398)

XI. Exponentials and logarithms (159)

XII. Functions (153)

XIII. Numerical methods (86)

XIV. Rational functions (97)

XV. Differentiation and integration (121)

XVI. Vectors (228)

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Resources: 1 – 25 Total: 27

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		[Student activity] A case study Play					[Whiteboard exercise] A case study Play


		[Animation] A special case Play					[Animation] Does a function have an extremum? Play


		[Student activity] Extrema at critical points Play					[Animation] Finding extrema Play


		[Animation] Finding extrema Play					[Whiteboard exercise] Finding extrema Play


		[Student activity] Finding extrema at critical points Play					[Whiteboard exercise] Finding extrema at critical points Play


		[Whiteboard exercise] Finding extrema at critical points Play					[Student activity] Finding extrema at points with no derivative Play


		[Animation] Finding extrema at points with no derivative Play					[Student activity] Finding extrema at stationary points Play


		[Whiteboard exercise] Finding extrema at stationary points Play					[Whiteboard exercise] Finding extrema of the modulus function Play


		[Class activity] Finding local extrema Play					[Student activity] Finding local extrema Play


		[Whiteboard presentation] Finding local extrema Play					[Student activity] How to recognise an extremum Play


		[Whiteboard exercise] How to recognise an extremum Play					[Student activity] Local extrema Play


		[Animation] Local extrema Play					[Student activity] Local extrema and critical points Play


		[Whiteboard exercise] Local extrema and critical points Play

Resources: 1 – 25 Total: 27

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