Parameters describe the population
The population mean and population standard deviation are parameters. They describe the whole population and are often unknown.
Afzalina Azmee · YouTube · 7:30
Estimation uses sample information to learn about an unknown population parameter. This introduction separates parameters from statistics, contrasts point and interval estimates, and explains why the sampling process matters.
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The population mean and population standard deviation are parameters. They describe the whole population and are often unknown.
The sample mean and sample standard deviation are statistics. Different random samples can give different values of these quantities.
A point estimate uses one number, such as , to estimate a parameter. This is an estimate, not a claim that the unknown true equals the observed sample mean exactly. An interval estimate supplies a range using a stated procedure.
The sample needs to relate appropriately to the target population. Random sampling can help control selection bias, but a random sample still has sampling variability; simply increasing a biased sample's size does not remove the bias.
The population mean and population standard deviation are parameters. They describe the whole population and are often unknown.
The sample mean and sample standard deviation are statistics. Different random samples can give different values of these quantities.
A point estimate uses one number, such as , to estimate a parameter. This is an estimate, not a claim that the unknown true equals the observed sample mean exactly. An interval estimate supplies a range using a stated procedure.
The sample needs to relate appropriately to the target population. Random sampling can help control selection bias, but a random sample still has sampling variability; simply increasing a biased sample's size does not remove the bias.
The population mean and population standard deviation are parameters. They describe the whole population and are often unknown. The sample mean and sample standard deviation are statistics. Different random samples can give different values of these quantities. A point estimate uses one number, such as , to estimate a parameter. This is an estimate, not a claim that the unknown true equals the observed sample mean exactly. An interval estimate supplies a range using a stated procedure. The sample needs to relate appropriately to the target population. Random sampling can help control selection bias, but a random sample still has sampling variability; simply increasing a biased sample's size does not remove the bias.