Find the mean of the following data by step-deviation method :
Classes : 10 – 20 20 - 30 30 - 40 40 – 50 50 - 60
60 – 70
Frequencies : 2 3 5 7 5 3
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Solution is in the attachment
STEP DEVIATION :
Step deviation method is used in the cases where the division from the assumed mean are a multiples of a common number.
If the values of di for each class is a multiple of h ,the calculation become simpler by taking
ui= di/h= (xi -a)/h
Here, h is the class size of each class interval.
The Value of h is equal to the difference between upper and lower class limits of a class.
a = assumed mean
The Arithmetic mean by step deviation method is:
X= a+ ( ∑fi . ui /∑fi ) × h
==================================================================================
Hope this will help you.....
STEP DEVIATION :
Step deviation method is used in the cases where the division from the assumed mean are a multiples of a common number.
If the values of di for each class is a multiple of h ,the calculation become simpler by taking
ui= di/h= (xi -a)/h
Here, h is the class size of each class interval.
The Value of h is equal to the difference between upper and lower class limits of a class.
a = assumed mean
The Arithmetic mean by step deviation method is:
X= a+ ( ∑fi . ui /∑fi ) × h
==================================================================================
Hope this will help you.....
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