Notesale: Turn your study into money

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Stata Commands
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sum y x1 x2, detail: summarize in the detail, show the summary, and also the percentiles, kurtosis,
skewness, and variance of the data
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gen lny=log(y): this command is used to make values small, by taking log, and then again summarize
them
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corr y x1 x2: to see the correlation of the variables
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Interpretation of y variable for β2X1
Our regression analyses explaining that, independent variable x1 is showing significant positive impact on
dependent variable
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By assuming other things constant,
a one unit increase in X1 will lead to increase 92741
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Interpretation of y variable for β2X2
Our regression analysis explain that, the independent variable x2 is showing significant negative impact

on dependent variable
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002 which is less than 0
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A one unit increase in x2 will lead to decrease -46359
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Rule of Thumb
Rule of thumb of t statistics is when t value is 2 or more than 2 then we can say that it is significant at 5%
level
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It also explain that total variation in dependent
variable Y explained by the regression model
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90, 0
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Adjusted R square value is always less than R square value
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As increase in the variables of model the value of R square increases
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dufller y: this command is used for to take dicky-fuller test
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It is one of the most commonly used statistical test when it comes to
analyzing the stationary of a series
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00 compare with the significance level
at 1%=0
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05, and 10%=0
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Make the hypothesis, null hypothesis is that variable is not stationary, If p-value is less than the
significance level of 1,5,10 percent, then we will reject the null the null hypothesis which means variable
is stationary
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But in Y variable p-value is greater than
the significance level, which means it is not stationary
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dfuller D
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As we can see that the p-value is now smaller than the significance level 10%
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0944<0
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If p-value is stationary without difference then
we will say that order of Integration is zero I(0)
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1 If there is no difference taken in the model so we will use the simple OLS model for the variables

(reg y x1 x2)
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2 If all variables are starting at I(1), then we will use the Johanson cointegration approach
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If cointegration exists than we use the VECM model/approach, and cointegration do not exist than
we use the VAR model/approach
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If order of integration is mixed then we use the ARDL model
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predict resid: command is used for the assume residual

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