OCR A-level Mathematics B (MEI) H640 · 9
Pure mathematics: calculus
- Code
- 9
- Topic of
- OCR A-level Mathematics B (MEI) H640
- Course
- A-level Mathematics B (MEI) H640
- Board
- OCR
Grade boundaries·OCR command words
Codes and titles are read by a script from OCR's published specification and have not been checked by a person. What each point covers is in the specification itself: OCR’s specification.
Points under 9
- Mc1 Gradient of a curve as gradient of the tangent
- Mc2 Gradient of a tangent as a limit of chords
- Mc3 The derivative as gradient function
- Mc4 Sketching the gradient function
- Mc5 Differentiating powers of x
- Mc6 Second derivative as rate of change of gradient
- Mc7 Stationary points: maxima and minima
- Mc8 Increasing and decreasing functions
- Mc9 Tangents and normals
- Mc10 Differentiating exponentials and logarithms
- Mc11 Differentiating trigonometric functions
- Mc12 The product rule
- Mc13 The quotient rule
- Mc14 The chain rule
- Mc15 Connected rates of change
- Mc16 Implicit differentiation
- Mc17 Concave and convex curves
- Mc18 Points of inflection
- Mc19 Integration as reverse of differentiation
- Mc20 Integrating powers of x
- Mc21 Constant of integration
- Mc22 Indefinite and definite integrals
- Mc23 Area between a graph and the x-axis
- Mc24 Integrating 1/x
- Mc25 Integration as the limit of a sum
- Mc26 Area between two curves
- Mc27 Integration by reverse chain rule substitution
- Mc28 Integration by substitution
- Mc29 Integration by parts
- Mc30 Integrating with partial fractions
- Mc31 Forming first order differential equations
- Mc32 Solving differential equations by separating variables
- Mc33 Interpreting solutions of differential equations
Topics in H640
- OT1 Mathematical argument, language and proof
- OT2 Mathematical problem solving
- OT3 Mathematical modelling
- 1 Pure mathematics: proof
- 2 Pure mathematics: algebra
- 3 Pure mathematics: functions
- 4 Pure mathematics: graphs
- 5 Pure mathematics: coordinate geometry
- 6 Pure mathematics: sequences and series
- 7 Pure mathematics: trigonometry
- 8 Pure mathematics: exponentials and logarithms
- 9 Pure mathematics: calculus
- 10 Pure mathematics: numerical methods
- 11 Pure mathematics: vectors
- 12 Statistics: sampling
- 13 Statistics: data presentation and interpretation
- 14 Statistics: probability
- 15 Statistics: probability distributions
- 16 Statistics: statistical hypothesis testing
- 17 Mechanics: models and quantities
- 18 Mechanics: kinematics in 1 dimension
- 19 Mechanics: kinematics in 2 dimensions
- 20 Mechanics: projectiles
- 21 Mechanics: forces
- 22 Mechanics: Newton’s laws of motion
- 23 Mechanics: rigid bodies
- 5d Mathematical formulae and identities