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interpretation of mean
after many many “context” was sampled/randomly assigned, the average # of “context” is approximately _____
standard deviation of discrete random variable interpretation
the “context” typically varies by approximately # from the mean of #
discrete random variables
gaps and integers
continuous random variables
decimals, all possible values
describing shape of distribution
slightly/roughly “shape” with peaks at ___
how does + and - affect mean and standard deviation
only mean
how does x and / affect mean and sd
affects both
if x and y are independent, how is variance affected
normal model steps
z score
model
interpretation
interpretation of normal model
according to the normal model, there is approximately an ___% chance that “context”
binomial acrnonym
BINS
BINS
binary → success or failure
independent of each other trial
number of trials is fiexed
s → fixed probability of success
binomial probability formula
mean of binomial
np
standard deviation of binomial
10% condition
n<0.1N
large counts condition
geometric distribution acronym
BITS
BITS
binary → success or failure (say specifically)
independent of each other
trials until success
fixed probability of success
geometric probability formula
mean of geometric distribution
standard deviation of geometric
greater than geometric probability