Busan Topic 2 Flashcards

1
Q

Consistency

A

Probability that a sample statistic will be close to the population parameter aprroaches 1 as the sample size increase

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2
Q

Population

A

The universe. The data that hasnt been completely examin but what our conclusions refer to. Indicated by N

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3
Q

Sample

A

The portion of the popualtion that is avaible for analysis. INdicated by lower case n

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4
Q

Parameter

A

A charaterictic of a population. ed population mean and population standard deviation

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5
Q

Sample Statistic

A

A meaure derived from the sample data. eg sample mean and sample deviation

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6
Q

Statistical Inference

A

the process of using the sample to draw conclusions about the population parameters

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7
Q

Descriptive Statistic

A

Stats that summerize a sample of numerical data in terms of averages and over measures

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8
Q

Expected Value E(X) or mean

A

measure of central tendency

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9
Q

Median

A

The distrubution of two halves

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10
Q

Mode

A

The value with the greatest probability

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11
Q

Variance var(X)

A

measure of dispersion(spread)

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12
Q

Standard Deviation

A

meaures dispersion in the same units as the random variable, and is the square root of the variance.

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13
Q

An efficent estimator

A

masures how spread out the estimates around the true population parameter

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14
Q

A good estimator is…

A

unbiased, efficent and consistent

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15
Q

Estimator versus estimate

A

AN estimate is the actual numerical value obtained from an estimator

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16
Q

Sample design features

A

1) Random
2) Various techniques

17
Q

point estimate

17
Q

interval estimate

18
Q

confidence interval

A

a plausible range of values for the population parameter

19
Q

Proportions

A

Sample proportions can be a measure instead of the sample mean

20
Q

Z - Score

A

Indicates how many standard deviations away from the mean a value lies.

21
Q

Central Limit Theorem

22
Q

Width of an Interval- advantage and drawback

A

Draw back is that it makes it harder to draw meaningful convulsion due to lack of precision

23
Q

Hypothesis Testing

A

Does the data support some belief (hypothesis) about the value of the population parameter

24
Q

Estimation and hypothesis testing

A

Ehtically it is better to provide a confidence interval than just a point estimate because too much weight can be put on a point estimate

25
Q

The high your confidence percentage will be… the ___ your confidence interval will be

26
Q

When to use a t value

A

If sample is less than 30
If population variance is unknown

27
Q

Z values can be used when

A

Population variance is known
Sample is >= 3o
Population is unknown but large enough

28
Q

One tailed test

A

The allow for an alternative hypothesis to be onsided

29
Q

Rejection rules

A

When its assumes that Ho is correct, we test this to see if its the case or not