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FACULTY OF EDUCATION
OLD CAMPUS HYD.
UNIVERSITY OF SINDH
PRESENTED BY: SHAKEELA M. ANWER
(2k17/BEDSM/54)
ASSIGNED BY: DR AMJAD ALI ARAIN
TOPIC: COEFFICIENT OF
VARIANCE
DEFINITION
 It is the ratio of the Standard Deviation to the mean
 It is also known as Relative Standard Deviation
 It is often expressed as percentage
FORMULAS
EXAMPLE 1
EXAMPLE 2
APPLICATIONS
 it can help demonstrate when distributions are considered low-variance and
when they are considered high-variance.
 In investment and finance, the COV can be used to evaluate risk of BONDS and
STOCKS
 This is useful when comparing measurements across multiple heterogenous
data sets
LIMITATIONS
 It can not be used on any data less than ration level.
 It is sensitive to arithmetic mean that are close to zero and should not be
used if this is the case.
 It is sensitive to small changes to the mean and thus to small sample sizes.
 Comparing COV between parameters using relative units can result in
differences that may not be real.
THANK YOU!

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Coefficient of Variance

  • 1. FACULTY OF EDUCATION OLD CAMPUS HYD. UNIVERSITY OF SINDH
  • 2. PRESENTED BY: SHAKEELA M. ANWER (2k17/BEDSM/54) ASSIGNED BY: DR AMJAD ALI ARAIN TOPIC: COEFFICIENT OF VARIANCE
  • 3. DEFINITION  It is the ratio of the Standard Deviation to the mean  It is also known as Relative Standard Deviation  It is often expressed as percentage
  • 7. APPLICATIONS  it can help demonstrate when distributions are considered low-variance and when they are considered high-variance.  In investment and finance, the COV can be used to evaluate risk of BONDS and STOCKS  This is useful when comparing measurements across multiple heterogenous data sets
  • 8. LIMITATIONS  It can not be used on any data less than ration level.  It is sensitive to arithmetic mean that are close to zero and should not be used if this is the case.  It is sensitive to small changes to the mean and thus to small sample sizes.  Comparing COV between parameters using relative units can result in differences that may not be real.