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Afraid of Deviations, use Standard Deviation Calculator
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Posted On :
Oct-12-2011
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Article Word Count :
424
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This article tells you about the ease at which you can solve our standard deviation problems, while using our standard deviation calculator.
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This article tells you about the ease at which you can solve our standard deviation problems, while using our standard deviation calculator. Math is a very vast subject. It is the study of space, relation, structure, change, and many other topics of pattern. It becomes an essential part in all the areas which includes engineering, social science, medicine, natural science etc. Online math tutors or various homework helper are available for all grades and college and university level students to provide math tutoring online.
Now we are going to see the help of standard deviation calculator in solving our math problems. Standard deviation calculator solves statistical measure of spread or variability. It is an online statistics and probability tool for data analysis programmed to calculate common measure of the spread of a data set. The calculator is basically build to derive the standard deviation of a set of entered numbers. It will permit you to easily calculate the standard deviation. First question comes in our mind is that what is standard deviation? Standard Deviation is a measure of the dispersion of a set of data from its mean. The more spread apart the data, the higher the deviation.
Standard deviation is calculated as the square root of variance. Before proceeding further let's see the basic behind variance. It is the average of the squared differences from the Mean. Standard Deviation is used to measure variability and it is basically used in statistics and probability theory. Its symbol is σ (the Greek letter sigma). The formula of Standard Deviation is the square root of the Variance. The formula comes with following elements:
σ = standard deviation
x = each value in population
x with bar above = the value of the mean
N = number of values.
The ∑ symbol indicates that you must add up the sum. Means :
(x1- x)2+ (x2- x)2+ (x3- x)2+ (x4- x)2+ (x5- x)2. . . + (xN– x)2.
Standard Deviation = root of (x - x with bar above)2/N
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Article Source :
http://www.articleseen.com/Article_Afraid of Deviations, use Standard Deviation Calculator_90923.aspx
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Author Resource :
TutorVista is the #1 portal for learning tutoring online. The tutors working with us are great in explaining Standard Deviation Calculator in best possible way.
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Keywords :
chemistry help, tutoring online, Standard Deviation Calculator,
Category :
Reference and Education
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Reference and Education
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