Chapter 1 Flashcards

1
Q

sample statistic

A

A particular characteristic of our sample

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2
Q

sampling space

A

The range of all the possible outcomes for our sample statistic in the sample

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3
Q

In the sampling distribution, what are the units of analysis?

A

Samples

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4
Q

What’s the difference between a discrete and continuous sample statistic?

A

A discrete sample statistic has a limited number of outcomes, while a continuous sample statistic has virtually unlimited outcomes within a certain interval

With a discrete sample statistic, we look at the individual sampling space values. With a continuous sample statistic, we look at ranges.

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5
Q

sampling distribution

A

a distribution / graph of outcomes when we would draw a lot of samples

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6
Q

probability distribution

A

a distribution of the probabilities of all the possible values for a random variable

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7
Q

random variable

A

a variable whose possible values are outcomes of a random phenomenon

also: sample statistic

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8
Q

What are the 2 uses of the sampling distribution?

A
  1. Finding out the probability of drawing a sample with a particular value of the sample statistic
  2. Finding threshold values. e.g. the top 10% of the distribution or bottom 5%
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9
Q

expected value

A

also: expectation

The average value of a random variable over a large number of samples. It is thus equal to the mean of the sampling distribution (and population mean)

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10
Q

unbiased estimator

A

an accurate statistic that’s used to approximate a population parameter. It shouldn’t overestimate or underestimate the population parameter. The mean of a sampling distribution is an example.

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11
Q

probability density

A

this function is used to specify the probability of the random variable for a value in a specific range

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