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Can someone please help with this business statistics question asap?? (Median 5 Not yet saved Marked out of 31]] F Flag question 1. (1 mark]

Can someone please help with this business statistics question asap??

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(Median 5 Not yet saved Marked out of 31]] F Flag question 1. (1 mark] Which of the following statement is INCORRECT? 2. (1 mark) The width of a condence interval is NOT dependent on 0 0 3. (1 mark] Which of the following statement is INCORRECT? Question 5 1. (1 mark) Which of the following statement is INCORRECT? Not yet saved Marked out of 3.00 2. Flag question A 95% confidence interval means that there is 95% chance that the unknown value is inside the interval 3. The midpoint of a confidence interval is always the point estimate based on the sample. A confidence interval is used to estimate the unknown population parameter A confidence interval is a range of plausible values computed from the sampleQuestion 5 'l. [1 mark] I|Which of the following statement is INCORRECT? Not yet saved 0 Marked out of 3 .00 _ 2. [1 mark] The width of a confidence interval is NOT dependent o f\" Flag question 3. [1 mark} Which of the following statement is INCORRECT? The condence interval The point estimate calculated from the sample The sample size The standard error of the point estimate Question 5 1. (1 mark) Which of the following statement is INCORRECT? Not yet saved 4 5 6 Marked out of 3.00 2. (1 mark) The width of a confidence interval is NOT dependent on Save and review Flag question 3. (1 mark) Which of the following statement is INCORRECT? For a given levels of confidence, a narrow one is more desirable than a wider one, because a more precise statement about the unknown population parameter can be made To make a more precise statement about the unknown population parameter, you can increase the sample size, assuming all other things being equal Increasing the level of confidence results in an increase in the value of the point estimate. Previous page Narrow confidence interval and high levels of confidence are desirable

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