1
Q
What does P(A|B) mean ?
A
What is the probability of A given that B has happened
2
Q
What does P(AnB) mean ?
A
- Intersection of A and B
- What is the probability both A and B happen
3
Q
What does P(AuB) mean ?
A
- Union of A and B
- What is the probability either A happens, or B happens or both happen
4
Q
What does P(A’) mean ?
A
- Complement of A
- What is the probability that everything could happen other than A
5
Q
What is the equation for P(AuB) ?
A
P(AuB) = P(A) + P(B) - P(AnB)
6
Q
What is the equation for P(A|B) ?
A
P(A|B) = P(AnB) / P(B)
7
Q
Do you know how to use / draw two way tables ?
A
8
Q
How do we rearrange the formula for p(A|B) for tree diagrams ?
A
9
Q
Do you know how to use and draw tree diagrams ?
A
10
Q
How do you check if events are indepdnat ?
A
- If P(AnB) = P(A) x P(B) INDEPENDANT
- IF NOT, THEN NO
A-level Maths and Further Maths
flashcards
Decks in class (45)
# Cards
-
1) Proof and mathematical communication11
-
2) Indices and Surds11
-
3) Quadratic functions0
-
4) Polynomials0
-
5) Using Graphs11
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6) Coordinate Geometry0
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7) Logarithms0
-
8) Exponential models11
-
9) Binomial Expansion7
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10) Trigonometric functions21
-
11) Triangle Geometry6
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12) Vectors15
-
13) Differentiation9
-
14) Applications of differentiation0
-
15) Integration0
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16) Working with data35
-
17) Probability14
-
18) Statistical hypothesis testing13
-
19) Introduction to Kinematics14
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20) Motion with constant acceleration4
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21) Force and motion8
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22) Objects in Contact10
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2.1 ) Proof20
-
2.2 ) Functions21
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3.2 ) Further transformations of graphs9
-
4.2 ) Sequences and Series0
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5.2 ) Rational functions and partial fractions8
-
6.2 ) General Binomial Expansion2
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7.2 ) Radian measure16
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8.2 ) Further Trigonometry12
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9.2 ) Calculus of exponential and trigonometric functions12
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10.2 ) Further differentiation13
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11.2 ) Further integration techniques9
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12.2 ) Further applications of calculus18
-
13.2 ) Differenital Equations0
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14.2 ) Numerical solutions of equations0
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15.2 ) Numerical integration0
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16.2 ) Conditional probability10
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17.2 ) The normal distribution14
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18.2 ) Further hypothesis testing14
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19.2 ) Applications of vectors0
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20.2 ) Projectiles0
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21.1 ) Forces in context0
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22.2 ) Moments0
