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By
Narmatha P
A Regression is the study of the
nature of relationship between the
variables.
So that one may be able to predict
the unknown value of one variable
for a known value of another
variable.
Regression is the measure of the
average relationship between two or
more variables…………According
to M.M. Blair
 Mathematical method for determining the
best equation that reproduces a data set
 Regression method applied with a linear
model (straight line)
Uses:
Prediction of new x, y values
understanding data behavior
Verification of hypotheses/ physical laws
A linear regression line has
an equation of the form
CORRELATION REGRESSION
In correlation analysis the
degree and direction of
relationship between the
variables are studied.
If value of one variable is
known the value of other
variable cannot be estimated.
Correlation coefficient is
independent of change of
change of origin and scale
 Correlation coefficient lies
between -1 to +1.
In regression analysis the
nature of relationship is
studied.
If value of variable is known
the value of other variable can
be estimated using the
functional relationships.
Regression coefficient is
independent of change of
origin but not scale.
Only one regression
coefficient can be greater then
1.
Regression.pptx

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Regression.pptx

  • 2. A Regression is the study of the nature of relationship between the variables. So that one may be able to predict the unknown value of one variable for a known value of another variable.
  • 3. Regression is the measure of the average relationship between two or more variables…………According to M.M. Blair
  • 4.  Mathematical method for determining the best equation that reproduces a data set  Regression method applied with a linear model (straight line) Uses: Prediction of new x, y values understanding data behavior Verification of hypotheses/ physical laws
  • 5. A linear regression line has an equation of the form
  • 6.
  • 7.
  • 8. CORRELATION REGRESSION In correlation analysis the degree and direction of relationship between the variables are studied. If value of one variable is known the value of other variable cannot be estimated. Correlation coefficient is independent of change of change of origin and scale  Correlation coefficient lies between -1 to +1. In regression analysis the nature of relationship is studied. If value of variable is known the value of other variable can be estimated using the functional relationships. Regression coefficient is independent of change of origin but not scale. Only one regression coefficient can be greater then 1.