Tags
statistics
mathematics
proofs involving congruence of integers
proofs involving cartesian products of sets
fundamental properties of set operations
proofs involving sets
proofs involving real numbers
proofs involving divisibility of integers
direct proofs
proof by contrapositive
proof by cases
writing a proof
proof evaluations
trivial and vacuous proofs
transitive
inverse relation
reflexive
symmetric
relations
product sets
confidence interval
alternative hypothesis
two-sided significance tests and
null hypothesis
one-sample t test
the t distributions
robustness of the t procedures
matched pairs t procedures
one-sample t confidence interval
tests of significance
test statistics
p-values
introduction to inference
test for a population mean
stating hypotheses
statistical significance
statistical confidence
confidence interval for a population mean
choosing the sample size
estimating with confidence
confidence intervals
inference
binomial mean and standard deviation
sample proportions
binomial formula
sampling distributions for counts and proportions
binomial distributions in statistical sampling
normal approximation for counts and proportions
binomial distributions for sample counts
population distribution vs. sampling distribution
central limit theorem
sampling distribution of a sample mean
the mean and standard deviation of the sample mean
independence
bayes’s rule
conditional probability
randomness
probability
general addition rules
general multiplication rules
general probability rules
the law of large numbers
rules for means and variances
study of probability
the mean of a random variable
the variance of a random variable
normal distributions as probability distributions
random variable
continuous random variables
discrete random variables
probability model
probability distribution
probability rules.
the language of probability
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