To achieve our objective of identifying factors which influence the capital structuring decision in firms we use regression method wherein we try to identify factors which significantly impact the debt-equity structure of a firm.
Regression refers to the estimation of the best possible value of one variable for a given particular another variable. hence the regression of variable y is also called the dependent variable on another variable x, which is the independent variable.
The regression equation is defined as follows :
y = a+b*x.
Here we find the best possible value of y for a given value of x by using the method of least squares. By the principal of least squares we minimize the with respect to a and b the sum of the square of the errors.
i.e. U = Y - y = (Y-a-b*x)
To see whether a factor x significantly impacts y we observe the p-value as well as R-square. For 5% significance level if the p-value is less than 0.05 we reject null hypothesis, that factor x does not significantly impact the dependent variable y. Also to see whether the model is effective or not we gauge the R-square value. A high R-square value signifies the percentage of variable y can be explained by x. An R-square value of close to 60% generally makes a good fit.
Regression refers to the estimation of the best possible value of one variable for a given particular another variable. hence the regression of variable y is also called the dependent variable on another variable x, which is the independent variable.
The regression equation is defined as follows :
y = a+b*x.
Here we find the best possible value of y for a given value of x by using the method of least squares. By the principal of least squares we minimize the with respect to a and b the sum of the square of the errors.
i.e. U = Y - y = (Y-a-b*x)
To see whether a factor x significantly impacts y we observe the p-value as well as R-square. For 5% significance level if the p-value is less than 0.05 we reject null hypothesis, that factor x does not significantly impact the dependent variable y. Also to see whether the model is effective or not we gauge the R-square value. A high R-square value signifies the percentage of variable y can be explained by x. An R-square value of close to 60% generally makes a good fit.
Independent
variable
|
Definition
|
Relationship
with leverage
|
Tangibility
of asset
|
net FA/Total
Asset
|
positive
|
Profitability
|
PBT/total asset
|
negative
|
Size of
the firm
|
Natural log
of sales
|
positive
|
RnD
expense ratio
|
RnD expense/Sales
|
positive
|
Marketing
expense ratio
|
Mktg
expense/sales
|
negative
|
Dependent Variable : Leverage to be measured by the Debt to Asset Ratio
The results obtained from the regression analysis are compared with the theoretical results and suggestions have been made based on the inferences made.
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