Sample Mean Definition

Sample mean, often denoted by x̄, is the average of all the values in a sample, which is a subset of a population. Sample Mean formula is shown in the image added below:

Sample Mean

Sample Mean Formula

A sample is a subset of a bigger population of data. The sample mean formula is used to get the average value of a set of sample data. It is defined as the average of the sample’s measurements. If the sample is chosen at random, the sample mean may be used to calculate the population mean. It represents the assessment of the data centre and is used to determine the mean of any population.

Table of Content

  • Sample Mean Definition
  • Sample Mean Formula
  • Sample Problems on Sample Mean Formula
  • Sample Mean FAQs

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Sample Mean Definition

Sample mean, often denoted by x̄, is the average of all the values in a sample, which is a subset of a population. Sample Mean formula is shown in the image added below:...

Sample Mean Formula

Sample mean for a data set is defined as the sum of all the terms divided by the total number of terms. It is denoted by the symbol x̄ and is calculated using the formula:...

Sample Problems on Sample Mean Formula

Problem 1. Find the sample mean of the data 15, 20, 72, 43, and 21....

Sample Mean FAQs

What is the formula for the normal sample mean?...