Created by Chloe Drewery
over 7 years ago
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Question | Answer |
MEAN | MEAN = The sum of all the values / The total number of values. |
SUM OF SQUARES | Sxx = Sum of (X-Mean)squared / n |
VARIANCE | S^2 = Sxx / n-1 |
MEAN SQUARE DEVIATION | MSD = Sxx / n |
ROOT MEAN SQUARE DEVIATION | The square root of Sxx / n |
STANDARD DEVIATION | The square root of Sxx / n-1 |
OUTLIER TEST | Either 1.5 x IQR or Mean ± 2s |
PROBABILITY OF A AND B | P(AandB) |
PROBABILITY OF A OR B | P(AUB) |
PROBABILITY OF NOT A | 1 - P(A) |
PROBABILITY OF A OR B | P(A) + P(B) - P(AandB) |
PROBABILITY OF B GIVEN A | P(BIA) = P(AandB) / P(A) |
EXPECTED VALUE OF X | E(X) = Sum of Xi Pi |
VARIANCE OF X | Var(X) = E(X^2) - (E(x))^2 |
COMBINATIONS | n! / (n - r)! r! |
PERMUTATIONS | n! / (n - r)! |
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