Midterm 2 Key Words Flashcards

1
Q

Acceptance intervals

A

An interval which sample mean has high probability of occurring given that we know mean and variance

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2
Q

Simple Random sample

A

Sample of “n” objects from population which each member has same probability of being selected

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3
Q

Sample distribution

A

Probability of distribution of sample means obtained from all possible samples of same number drawn from population

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4
Q

Sampling distribution of sample mean

A

Population mean

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5
Q

Standard normal distribution for sample mean

A

When sample distribution of sample mean is Normal distribution, standard normal RV Z can be computed

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6
Q

Finite population correction factor

A

Used to adjust variance estimate for estimates mean (N-n) / (N-1)

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7
Q

Central limit theorem

A

As sample becomes larger, CLT states the distribution becomes a normal distribution (bell curve)

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8
Q

Law of large numbers

A

Sample mean will approach population mean as “n” becomes larger

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9
Q

Sample proportions

A

Proportion of individuals in sample with certain characteristics or trait

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10
Q

Sampling distribution of sample proportions

A

For large samples the sample proportions is normally distributed with mean P

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11
Q

Chi-square distribution

A

Provides link between sample and population variances

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12
Q

Expected value

A

Average of blues taken as number of replications increases

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13
Q

Mean of X

A

Expected value of X

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14
Q

Standard deviation

A

Measure of how dispersed data is in relation to mean

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15
Q

Variance

A

Measure of dispersion that takes into account spread of all data points

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16
Q

Probability density function of normal distribution

A

Used to define random variables probability coming within distinct range of values

17
Q

Probability density function

A

Relationship between RV and it’s probability

18
Q

Properties of normal distribution

A
  1. Mean is expected value
  2. Shape of pdf is symmetric bell curve
19
Q

Uniform probability distribution

A

All outcomes are equally likely

20
Q

Cumulative distribution function (CDF) of normal distribution

A

Area under normal pdf to the left of given value x

21
Q

Range probabilities for normal RV

A

Probability of area under corresponding pdf between a and b

22
Q

Standard normal distributions

A

Normal distribution with mean = 0 (centered at 0) and SD = 0

23
Q

Exponential probability distribution

A

Continuous distribution that concerns the amount of time until specific event happens

24
Q

Joint cumulative distribution F(x1, x2, …)

A

Defines probability that X1 < x1, X2 < x2 and so on

25
Q

Marginal distribution

A

Distribution of single or multi variables in a multivariate distribution

26
Q

Sums of random variables

A

Mean of their sum is the sum of their means

27
Q

Covariance

A

Measure between 2 random variables and to what extent they change together

28
Q

Correlation

A

Extent which 2 variables are linearly related

29
Q

Difference between pair of random variables

A

Mean of difference= difference between both means
Variance of difference (if cov = 0) = addition of both variance