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Decks in this class (27)
1 - proof
Polynomial 1,
P q 2,
P q 3
11
cards
2 indices and surds
A m x a n 1,
A m a n 2,
A m n 3
9
cards
3 - quadratics
4 ways in which we can solve quad...,
Quadratic formula 2,
3 features needed in a sketch 3
8
cards
4 - polynomials
Polynomial 1,
Degree of a polynomial 2,
11 4 2 rem 3 names of parts of a ...
13
cards
5 - using graphs
How to find intersections of the ...,
How to use discriminant with inte...,
Transformations 3
8
cards
6 - Coordinate Geometry
Gradient 1,
Equation of a straight line 2,
Parallel perpendicular lines 3
17
cards
7/8 - logarithms + exponentials
Log n x 1,
How to deal with logs 2,
Graph of y logx 3
17
cards
9 - binomial expansion
To expand a term a b n 1,
How to find the coefficient of a ...,
N 3
4
cards
10 - trig - graphs + equations
Sin graph 1,
Cos graph 2,
Tan graph 3
8
cards
11 - triangle geometry
Sine rule 1,
Cosine rule 2,
Area of a triangle 3
3
cards
12 - vectors
Vector 1,
Zero vector 2,
Absolute magnitude of a vector 3
6
cards
13/14/15 - differentiation/ integration
Gradient is the 1,
Differentiation notation 2,
Differentiation 3
10
cards
2 - chapter 1 - proof
Proof by contradiction steps 1,
Prove there are infinite primes 2,
Prove 2 is irrational 3
5
cards
2 - chapter 2 - functions
Mapping 1,
Represent mapping 2,
Domain 3
11
cards
2 - chapter 3 - further transformations of graphs
Blank 1,
Combining vertical transformations 2,
Combining horizontal transformati...
7
cards
2 - chapter 4 - sequences and series
Term to term rule vs position to ...,
Increasing decreasing periodic se...,
Limit of a sequence 3
10
cards
2 - chapter 5 - rational functions
Factor theorum 1,
Simplifying rational expressions 2,
Partial fractions 3
4
cards
2 - chapter 6 - general binomial expansion
1 x n 1,
A bx n 2
2
cards
2 - 7 radian measure
360 1,
How to do sin pi 2,
Arcsin tan cos graph 3
14
cards
2 - chapter 8 - further trig
Asinx bcos x 1,
Sec x 2,
Cosec x 3
6
cards
2 - 9 calculus of exponential and trig functions
If y e x dy dx 1,
If y lnx dy dx 2,
Sinx differentiates to 3
10
cards
2 - 10 further differentiation
Chain rule y f u and u g x dy dx 1,
Y sec x dy dx 2,
Y cosec x dy dx 3
11
cards
2 - chapter 11 - further integration
Integrate e x 1,
Integrate 1 x 2,
Integrate sec 2 x 3
20
cards
2 - chapter 12 - further application of calculus
Convex curve 1,
Concave curve 2,
If second deriv 0 3
12
cards
2 - chapter 13 - differential eq
General solution 1,
Particular solution 2,
Differential eq separating variab...
4
cards
2 - chapter 14 - numerical solutions of eq
Finding roots of a function 1,
When change in sign doesnt work 2,
Newton raphson 3
9
cards
2 - chapter 15 - numeric integration
Finding upper and lower bounds of...,
Increasing the number of rectangl...,
Trapezium rule 3
5
cards
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OCR A-Level Physics A
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