a - further pure

This class was created by Brainscape user b m. Visit their profile to learn more about the creator.

By: b m

Decks in this class (14)

1 - Matrices
Matrix 1,
Dimensions of a matrix 2,
Adding subtracting matrices 3
19  cards
2 - vectors
Vector eq of a straight line 1,
Cartesian form of a vector straig...,
If r a b the cartesian form is 3
17  cards
3 - linear transformations
Applying a matrix a b c d to x y 1,
Determining a matrix for a transf...,
Rotate theta degrees 3
30  cards
4 - complex numbers
I 1,
Complex number 1,
Imaginary number 2
24  cards
5 - roots of polynomials
If are the roots of a quadratic 1,
If is a root and is complex 2,
If are the roots of a cubic 3
8  cards
6 - proof by induction
4 steps 1,
Conclusion 2,
Matrices proof eg prove m 3
8  cards
2 - 1 series and induction
Proving by induction the nth term 1,
If the sequence determines on 2 p...,
Prove by induction series 3
8  cards
2 - 2 powers and roots of complex no
De moivres theorum z n 1,
How to evaluate complex numbers t...,
Writing complex numbers as powers...
13  cards
2 - 3 complex no. and trig
Cos n in terms of cos and sin 1,
Cos and sin as imaginary and expo...,
If z e i then 3
6  cards
2 - 6 hyperbolic functions
Sinhx 1,
Cosh x 2,
Tanhx 3
11  cards
2 - 7 further calculus
Differentiateing inverse trig 1,
Differentiating arccosh x 2 2,
Using derivatives of inverse trig...
7  cards
2 - 8 - applications of calculus
Maclaurin series 1,
Deriving maclaurin series 2,
Improper integrals f x from infin...
9  cards
2 - 9 - polar coordinates
Polar coordinates 1,
R graph 2,
R a sin p graph 3
17  cards
2 - 10 - differential equations
First order 1,
First order rearrange 2,
First order reverses product rule 3
13  cards

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a - further pure

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