CHAPTER 3 Flashcards

(12 cards)

1
Q

inference about a parameter made by finding a single value or a range of values computed from the sample data that may be used to make a statement about the unknown value of the parameter

A

estimation

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2
Q

inference about a parameter made by assessing whether or not the sample data supports an assertion made about the true value of the parameter

A

hypothesis testing

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3
Q

single statistic whose realized value is used to estimate the true but unknown value of the population parameter

A

point estimator

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4
Q

rule that tells us how to calculate two numbers based on sample data that forms an interval

A

interval estimator

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5
Q

properties of a point estimator

A
  • unbiased - average of estimates = true value of the parameter
  • reliable - small standard error = more reliable
  • efficient - smallest variance = most efficient estimator
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6
Q

What are the:
unbiased estimators
efficient estimators

A

unbiased: x bar for myu, s^2 for sigma^2
efficient: x bar for myu

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7
Q

Interval Estimation

When the confidence coefficient is high, what is the value of alpha?

A

smaller

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8
Q

what is a good confidence interval estimate?

A

one that is narrow and has a large confidence coefficient

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9
Q

what is the confidence coefficient?

A

(1-alpha)100%

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10
Q

What happens to** the length of the interval** as sample size n is fixed and confidence coefficient increases?

A

increase

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11
Q

when the confidence coefficient is fixed and n increases, what happens to the length of the interval?

A

decreases

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12
Q

the uper bound on the absolute difference between the estimator and the parameter called the error of estimation

A

margin of error

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