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    the probability that the interval estimation procedure will generate an interval that contains the actual value of the population parameter being estimated is the _____.

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    Solved The probability that the interval estimation

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    Solved The probability that the interval estimation

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    A _________ is defined as the probability that the interval estimate will include the population parameter of interest, such as a mean. a. margin of error b. confidence level c. significance level d. confidence interval

    Answer to: A _________ is defined as the probability that the interval estimate will include the population parameter of interest, such as a mean....

    Question:

    A _____ is defined as the probability that the interval estimate will include the population parameter of interest, such as a mean.

    a. margin of error

    b. confidence level

    c. significance level

    d. confidence interval

    Confidence interval

    Two types of estimate measures can be used for tentative approximation of the population measure's actual value. The technique of computing the approximate value is known as the estimation technique. The confidence interval is one of them, where the margin of error, confidence level are components of them.

    Answer and Explanation: 1

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    The correct answer is b. confidence level.

    Reason:

    The confidence level is described by the use of percentage values. They represent the probability...

    See full answer below.

    A _________ is defined as the probability that the interval estimate will include the population parameter of interest, such as a mean. a. margin of error b. confidence level c. significance level d. confidence interval

    Source : study.com

    SOLVED:The probability that the interval estimation procedure will generate an interval that does contain the actual value of the population parameter being estimated is the A. sampling error B. confidence level C. level of significance D. confidence coefficient

    a confidence interval has a margin of error, 0.47 And we want to use that information to answer the following questions first, what is the length of the confidence interval? Remember that? The length of the confidence interval is simply to E. Because the confidence interval is defined as being experiments, E is less than you is less than X Y plus E. So in this particular scenario the confidence interval simply has length 0.94 or 0.94 Next for part B of X bars 0.205 What is the interval now? We already defined how the confidence intervals computed with the formula on the left here, so we can plug in our expire on R. E. And we obtain confidence interval .111 is less than new is less than .299. Finally, if we graph this, we do so on a number line remark, our bounds are X. Bar and we demarcate how long are marginal error is E. In between X, Y R and R. X bar plus or minus 80.

    Richard H.

    Intro Stats / AP Statistics

    3 months, 1 week ago

    The probability that the interval estimation procedure will generate an interval that does contain the actual value of the population parameter being estimated is the A. sampling error B. confidence level C. level of significance D. confidence coefficient

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    Answer

    A confidence interval for a population mean has a margin of error of 0.047 a. Determine the length of the confidence interval. b. If the sample mean is 0.205,0.205, obtain the confidence interval. c. Construct a graph similar to Fig. 8.6 on page 338.338.

    Introductory Statistics 9th

    Chapter 8

    Confidence Intervals for One Population Mean

    Section 3

    Margin of Error

    Discussion

    Video Transcript

    a confidence interval has a margin of error, 0.47 And we want to use that information to answer the following questions first, what is the length of the confidence interval? Remember that? The length of the confidence interval is simply to E. Because the confidence interval is defined as being experiments, E is less than you is less than X Y plus E. So in this particular scenario the confidence interval simply has length 0.94 or 0.94 Next for part B of X bars 0.205 What is the interval now? We already defined how the confidence intervals computed with the formula on the left here, so we can plug in our expire on R. E. And we obtain confidence interval .111 is less than new is less than .299. Finally, if we graph this, we do so on a number line remark, our bounds are X. Bar and we demarcate how long are marginal error is E. In between X, Y R and R. X bar plus or minus 80.

    SOLVED:The probability that the interval estimation procedure will generate an interval that does contain the actual value of the population parameter being estimated is the A. sampling error B. confidence level C. level of significance D. confidence coefficient

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