Question 1a Marks: 2 Key Concepts Differentiating Powers of xModelling with Differentiation Question 1b Marks: 5 Key Concepts Modelling with Differentiation Next Question
Question 2a Marks: 4 Key Concepts Differentiating Powers of xModelling with Functions Question 2b Marks: 2 Key Concepts Modelling with Functions Previous QuestionNext Question
Question 3a Marks: 5 Key Concepts Volume of 3D ShapesSurface Area of 3D Shapes Question 3b Marks: 3 Key Concepts Modelling with DifferentiationKey Features of Graphs Previous QuestionNext Question
Question 4a Marks: 6 Key Concepts Volume of 3D ShapesModelling with Differentiation Question 4b Marks: 4 Key Concepts Volume of 3D Shapes Previous QuestionNext Question
Question 5a Marks: 2 Question 5b Marks: 3 Key Concepts Displacement, Velocity & AccelerationKey Features of Graphs Question 5c Marks: 3 Key Concepts Displacement, Velocity & AccelerationStationary Points & Turning Points Question 5d Marks: 4 Key Concepts Displacement, Velocity & AccelerationDifferentiation for Kinematics Previous QuestionNext Question
Question 6a Marks: 5 Key Concepts Stationary Points & Turning PointsDifferentiating Powers of x Question 6b Marks: 4 Key Concepts Stationary Points & Turning PointsTesting for Local Minimum & Maximum Points Question 6c Marks: 1 Key Concepts Modelling with DifferentiationStationary Points & Turning Points Question 6d Marks: 2 Key Concepts Stationary Points & Turning PointsModelling with Differentiation Previous QuestionNext Question
Question 7a Marks: 2 Key Concepts Modelling with Differentiation Question 7b Marks: 3 Key Concepts Graphing FunctionsKey Features of Graphs Question 7c Marks: 4 Key Concepts Increasing & Decreasing FunctionsDifferentiating Powers of x Question 7d Marks: 5 Key Concepts Introduction to DerivativesModelling with Differentiation Previous QuestionNext Question
Question 8a Marks: 9 Key Concepts Surface Area of 3D ShapesModelling with Differentiation Question 8b Marks: 2 Previous QuestionNext Question
Question 9a Marks: 6 Key Concepts Stationary Points & Turning PointsDifferentiating Powers of x Question 9b Marks: 4 Key Concepts Testing for Local Minimum & Maximum Points Previous QuestionNext Question
Question 10a Marks: 11 Key Concepts Modelling with DifferentiationFinding the Constant of Integration Question 10b Marks: 4 Key Concepts Modelling with Differentiation Previous Question