a statistic that estimates a population parameter
Explaination
According to the defination of point estimate, a point estimate is a statistic used to approximate the population parameter using a random sample.
So a point estimate cannot be a set of values it has to be a single value which can estimate the population parameter.
It need not always be the population mean which is estimated, even the population variance can be estimated.
The estimate need not always be equal to the population value as it is derived from a set of sample values.
Hence point estimate is a statistic that explain population parameter.
Question 9 2 pts When estimating a population parameter, a point estimate is O a range...
Which of the following statements applies to a point estimate? . The point estlmate is needed to determine the required sample size when estimating the population mean The point estimate will probably be the same as the parameter " the sample size exceeds 30 for non- normal populations e The point estmate is a parameter The point estimate is subject to sampling error and will almost always be different than the population value. 1 pts D Question 14 The U.S....
QUESTION 6 is used to estimate the value of the population parameter The value of the a. sample parameter b.population statistic c. population estimate d. sample statistic
Explain the difference between the following: 1. A population parameter and its point estimate. 2. A population and a corresponding sample mean. 3. Explain in your own words: range, variance and standard deviation for a population.
Question 3 2 pts Provide the term: Numeric range that will provide an estimate of a population parameter with some level of probability.
Will rate!! a. The single "best guess" for an unknown parameter is referred to as the point estimate O critical value O test statistic standard value parameter b. If E(θ)-θ then θ is said to be a(n) estimate for θ. O knowrn unknown bad e biased O unbiased c. The "best guess" for estimating the parameter u, the population mean, is: d·The interval estimate for an unknown parameter is referred to as the O test interval O confidence interval O...
In point estimation, Select one: O a. data from the sample is used to estimate the population parameter O b. the mean of the population equals the mean of the sample c. data from the population is used to estimate O the population parameter O d. data from the sample is used to estimate the sample statistic
QUESTION 10 What is the difference between a parameter and a statistic? O Parameters are sample values and statistics are population values. O None of the above. O Parameters are population values and statistics are sample values. O Parameters and statistics are both sample values. There is no difference between them. O Parameters and statistics are both population values. There is no difference between them. QUESTION 11 What is the sampling distribution of a statistic? O The distribution of statistic...
If the population is normally distributed, both the sample mean and the median are unbiased estimators of the population mean O А True o B False O с Not sure Unanswered . 1 attempt left Submit Question 4 Homework. Unanswered A sample statistic such that the mean of all its possible values equals the population parameter the statistic seeks to estimate is an unbiased estimator. А True B False The bias of an estimator Bhat is equal to E(hat) -...
When estimating a population mean by a sample mean, the margin of error does NOT depend on ______. A) The confidence level B) The sample mean C) The sample size D) The population standard deviation What is the sampling distribution of a statistic? A) The distribution of observations of the statistic for all possible sizes of samples from a population B) The distribution of all possible observations of the statistic for samples of a given size from a population C)...
3. Question 3 Aa Aa E A confidence interval estimate is an estimate of a population parameter providing an interval that is believed (with a certain level of confidence) to contain the value of the population parameter. The confidence level is the level of confidence associated with the confidence interval estimate. If your confidence level is 94%, then if you were to employ repeated sampling and compute the confidence interval estimate for each sample, you would expect % of the...