Mid Range of Data Solution

STEP 0: Pre-Calculation Summary
Formula Used
Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2
RMid = (XMax+XMin)/2
This formula uses 3 Variables
Variables Used
Mid Range of Data - Mid Range of Data is the average of the maximum and minimum values in a dataset. It serves as a measure of centrality, providing a rough estimate of the midpoint of the data spread.
Maximum Value of Data - Maximum Value of Data is the largest or highest value in a given dataset. It represents the upper extreme of the data points and provides insights into the upper limit of the observed values.
Minimum Value of Data - Minimum Value of Data is the smallest or lowest value in a given dataset. It represents the lower extreme of the data points and provides insights into the lower limit of the observed values.
STEP 1: Convert Input(s) to Base Unit
Maximum Value of Data: 50 --> No Conversion Required
Minimum Value of Data: 6 --> No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
RMid = (XMax+XMin)/2 --> (50+6)/2
Evaluating ... ...
RMid = 28
STEP 3: Convert Result to Output's Unit
28 --> No Conversion Required
FINAL ANSWER
28 <-- Mid Range of Data
(Calculation completed in 00.004 seconds)

Credits

Created by Anirudh Singh
National Institute of Technology (NIT), Jamshedpur
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Verified by Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
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7 Maximum and Minimum Values of Data Calculators

Maximum Value of Data given Class Width
Go Maximum Value of Data = (Number of Classes*Class Width of Data)+Minimum Value of Data
Minimum Value of Data given Class Width
Go Minimum Value of Data = Maximum Value of Data-(Class Width of Data*Number of Classes)
Maximum Value of Data given Mid Range
Go Maximum Value of Data = (2*Mid Range of Data)-Minimum Value of Data
Minimum Value of Data given Mid Range
Go Minimum Value of Data = (2*Mid Range of Data)-Maximum Value of Data
Mid Range of Data
Go Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2
Maximum Value of Data given Range
Go Maximum Value of Data = Range of Data+Minimum Value of Data
Minimum Value of Data given Range
Go Minimum Value of Data = Maximum Value of Data-Range of Data

18 Basic Formulas in Statistics Calculators

P Value of Sample
Go P Value of Sample = (Sample Proportion-Assumed Population Proportion)/sqrt((Assumed Population Proportion*(1-Assumed Population Proportion))/Sample Size)
Sample Size given P Value
Go Sample Size = ((P Value of Sample^2)*Assumed Population Proportion*(1-Assumed Population Proportion))/((Sample Proportion-Assumed Population Proportion)^2)
t Statistic of Normal Distribution
Go t Statistic of Normal Distribution = (Sample Mean-Population Mean)/(Sample Standard Deviation/sqrt(Sample Size))
t Statistic
Go t Statistic = (Observed Mean of Sample-Theoretical Mean of Sample)/(Sample Standard Deviation/sqrt(Sample Size))
Chi Square Statistic
Go Chi Square Statistic = ((Sample Size-1)*Sample Standard Deviation^2)/(Population Standard Deviation^2)
Number of Classes given Class Width
Go Number of Classes = (Largest Item in Data-Smallest Item in Data)/Class Width of Data
Class Width of Data
Go Class Width of Data = (Largest Item in Data-Smallest Item in Data)/Number of Classes
Expectation of Difference of Random Variables
Go Expectation of Difference of Random Variables = Expectation of Random Variable X-Expectation of Random Variable Y
Chi Square Statistic given Sample and Population Variances
Go Chi Square Statistic = ((Sample Size-1)*Sample Variance)/Population Variance
Expectation of Sum of Random Variables
Go Expectation of Sum of Random Variables = Expectation of Random Variable X+Expectation of Random Variable Y
Number of Individual Values given Residual Standard Error
Go Number of Individual Values = (Residual Sum of Squares/(Residual Standard Error of Data^2))+1
F Value of Two Samples given Sample Standard Deviations
Go F Value of Two Samples = (Standard Deviation of Sample X/Standard Deviation of Sample Y)^2
Mid Range of Data
Go Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2
F Value of Two Samples
Go F Value of Two Samples = Variance of Sample X/Variance of Sample Y
Smallest Item in Data given Range
Go Smallest Item in Data = Largest Item in Data-Range of Data
Largest Item in Data given Range
Go Largest Item in Data = Range of Data+Smallest Item in Data
Range of Data
Go Range of Data = Largest Item in Data-Smallest Item in Data
Relative Frequency
Go Relative Frequency = Absolute Frequency/Total Frequency

Mid Range of Data Formula

Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2
RMid = (XMax+XMin)/2

What is the importance of Maximum and Minimum values of Data in Statistics?

In Statistics and data analysis it is important to be aware of the range of values in the given data. The maximum and minimum values in the data can give the range of values, and hence we will get an idea about the almost spread of the data points. Similarly, calculation of central tendencies like mean and median is one of the most fundamental calculation in statistical data analysis. Mean and median are highly related with maximum and minimum values. Depending on the magnitude of extreme values (maximum and minimum values) the value of mean will be vary proportionally, and value of median can also be changed in continuous data.

How to Calculate Mid Range of Data?

Mid Range of Data calculator uses Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2 to calculate the Mid Range of Data, Mid Range of Data formula is defined as the average of the maximum and minimum values in a dataset. It serves as a measure of centrality, providing a rough estimate of the midpoint of the data spread. Mid Range of Data is denoted by RMid symbol.

How to calculate Mid Range of Data using this online calculator? To use this online calculator for Mid Range of Data, enter Maximum Value of Data (XMax) & Minimum Value of Data (XMin) and hit the calculate button. Here is how the Mid Range of Data calculation can be explained with given input values -> 26 = (50+6)/2.

FAQ

What is Mid Range of Data?
Mid Range of Data formula is defined as the average of the maximum and minimum values in a dataset. It serves as a measure of centrality, providing a rough estimate of the midpoint of the data spread and is represented as RMid = (XMax+XMin)/2 or Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2. Maximum Value of Data is the largest or highest value in a given dataset. It represents the upper extreme of the data points and provides insights into the upper limit of the observed values & Minimum Value of Data is the smallest or lowest value in a given dataset. It represents the lower extreme of the data points and provides insights into the lower limit of the observed values.
How to calculate Mid Range of Data?
Mid Range of Data formula is defined as the average of the maximum and minimum values in a dataset. It serves as a measure of centrality, providing a rough estimate of the midpoint of the data spread is calculated using Mid Range of Data = (Maximum Value of Data+Minimum Value of Data)/2. To calculate Mid Range of Data, you need Maximum Value of Data (XMax) & Minimum Value of Data (XMin). With our tool, you need to enter the respective value for Maximum Value of Data & Minimum Value of Data and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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