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Further Maths: core results flashcards
19 cards drawn from 14 lessons: 11 standard results and 8 recall prompts. The results a Core Pure paper expects on demand, from De Moivre to the auxiliary equation. Rate each answer to set a shorter or longer interval before the card is due again.
Further Maths · all 271 maths cards
How the five kinds differ
Standard results ask for a formula or value that may need to be recalled. Definitions ask for a mathematical term to be stated precisely. Recall prompts ask for a rule, condition or method. Check yourself cards contain a short question and answer. Spot the error cards ask you to correct an inaccurate claim.
Every card in this deck
Click any card to try it in the player above; the card itself links the lesson that teaches it.
- State how to divide by a complex numberRecall
- State which matrix acts first in a productRecall
- De Moivre's theoremResult
- Multiplying complex numbersResult
- State the conjugate root theorem and what it is forRecall
- State where the nth roots of a non-zero complex number sitRecall
- 2 × 2 determinant and inverseResult
- State what the determinant of a transformation matrix measuresRecall
- Cubic root relationsResult
- State how to sum a series that does not start at r = 1Recall
- State the two ways to get a Maclaurin seriesRecall
- Volume of revolutionResult
- cosh in terms of eResult
- Hyperbolic identityResult
- Logarithmic formResult
- Polar areaResult
- Integrating factorResult
- Second order equationsResult
- State which particular integral to tryRecall
The lessons these cards come from
- Areas with polar coordinates
- Complex arithmetic and the Argand diagram
- De Moivre's theorem and trigonometric identities
- Determinants and inverses
- First order equations and integrating factors
- Hyperbolic functions and identities
- Maclaurin series
- Matrix algebra and transformations
- Modulus, argument and loci
- Roots of polynomials
- Roots of unity and complex roots
- Second order equations
- Summing series and the method of differences
- Volumes of revolution
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