Rithik Agrawal
National Institute of Technology Karnataka (NITK), Surathkal
Rithik Agrawal has created this Calculator and 400+ more calculators!
Himanshi Sharma
Bhilai Institute of Technology (BIT), Raipur
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8 Other formulas that you can solve using the same Inputs

F Statistics
F statistic=((Number Of Observations-P value-1)*(Total sum of squares-Residual sum of squares))/(Residual sum of squares* P value) GO
Total Sum Of Squares Using P Value
Total sum of squares=F statistic*P value*Residual sum of squares/(Number Of Observations-P value-1)+Residual sum of squares GO
p Value
P value=(Number Of Observations-1)/(F statistic*Residual sum of squares/(Total sum of squares-Residual sum of squares)+1) GO
Standard error of proportion
Standard error of proportion=sqrt((Sample proportion*(Sample proportion-1)/Number Of Observations)) GO
Probable Error of Mean
Probable Mean of the Error=Probable Error in Single Measurement/(Number Of Observations^0.5) GO
Mean Error when Specified Error of a Single Measurement is Given
Error of the Mean =Specified Error of a single measurement/(sqrt(Number Of Observations)) GO
Residual Standard Error
Residual standard error=sqrt(Residual sum of squares/(Number Of Observations-2)) GO
Residual Sum Of Squares
Residual sum of squares=(Residual standard error)^2*(Number Of Observations-2) GO

1 Other formulas that calculate the same Output

Mean Error when Specified Error of a Single Measurement is Given
Error of the Mean =Specified Error of a single measurement/(sqrt(Number Of Observations)) GO

Mean Error when Sum of Errors is Given Formula

Error of the Mean =Sum of Errors of the observations/Number Of Observations
E <sub>m</sub>=E <sub>sum</sub>/n<sub>o</sub>
More formulas
Probable Error of Mean GO
Mean Error when Specified Error of a Single Measurement is Given GO
True Error GO
True Value when True Error is Given GO
Observed Value when True Error is Given GO
Relative Error GO
True Error when Relative Error is Given GO
Observed Value when Relative Error is Given GO
Residual Error GO
Most Probable Value with different weightage GO
Most Probable Value with Same Weightage for Observations GO
Most Probable Value when Residual Error is Given GO
Observed Value when Residual Error is Given GO
Standard Deviation GO
Residual Variation when Most Probable Value is Given GO
Variance GO
Most Probable Error When Standard Deviation is Given GO
Standard Deviation of Weighted Observations GO
Standard Error of Mean of Weighted Observations GO
Standard Error of Function Where the variables are Subjected to Addition GO
Standard Error of Function Where the variables are Subjected to Multiplication GO

What is Mean Error ?

Mean Error is the ratio of total error found in the measurement in all the observations per unit number of observations. In other words it is mean of the total error occurred.

How to Calculate Mean Error when Sum of Errors is Given?

Mean Error when Sum of Errors is Given calculator uses Error of the Mean =Sum of Errors of the observations/Number Of Observations to calculate the Error of the Mean , Mean Error when Sum of Errors is given as mean of sum of errors in observation during the measurement. . Error of the Mean and is denoted by E m symbol.

How to calculate Mean Error when Sum of Errors is Given using this online calculator? To use this online calculator for Mean Error when Sum of Errors is Given, enter Sum of Errors of the observations (E sum) and Number Of Observations (no) and hit the calculate button. Here is how the Mean Error when Sum of Errors is Given calculation can be explained with given input values -> 1 = 1/1.

FAQ

What is Mean Error when Sum of Errors is Given?
Mean Error when Sum of Errors is given as mean of sum of errors in observation during the measurement. and is represented as E m=E sum/no or Error of the Mean =Sum of Errors of the observations/Number Of Observations. Sum of Errors of the observations is the sum of all probable errors in separate measurement and Number Of Observations refers to the number of observations taken in the given data collection.
How to calculate Mean Error when Sum of Errors is Given?
Mean Error when Sum of Errors is given as mean of sum of errors in observation during the measurement. is calculated using Error of the Mean =Sum of Errors of the observations/Number Of Observations. To calculate Mean Error when Sum of Errors is Given, you need Sum of Errors of the observations (E sum) and Number Of Observations (no). With our tool, you need to enter the respective value for Sum of Errors of the observations and Number Of Observations and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Error of the Mean ?
In this formula, Error of the Mean uses Sum of Errors of the observations and Number Of Observations. We can use 1 other way(s) to calculate the same, which is/are as follows -
  • Error of the Mean =Specified Error of a single measurement/(sqrt(Number Of Observations))
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