Linear regression is applied for a supervised learning problem with a training dataset with m=84 observations. The training dataset records, for each observation, n3D9 input features, as well as one output. One performs a t- test in order to decide whether the 7th input feature is significant for predicting the output. For this purpose, one computes the t-score: to SE(Ô7) The residual standard error (RSE) is used to estimate o. Under whicht-distribution is one to interpret the valuer of the t-score above? (Note that a t-distribution is identified by the number of degrees of freedom).

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Linear regression is applied for a supervised learning problem with a training
dataset with m=84 observations. The training dataset records, for each
observation, n=D9 input features, as well as one output. One performs a t-
test in order to decide whether the 7th input feature is significant for
predicting the output. For this purpose, one computes the t-score:
07
to
SE(Ô7)
%3D
The residual standard error (RSE) is used to estimate o.
Under which t-distribution is one to interpret the valuer of the t-score
above? (Note that a t-distribution is identified by the number of degrees of
freedom).
Transcribed Image Text:Linear regression is applied for a supervised learning problem with a training dataset with m=84 observations. The training dataset records, for each observation, n=D9 input features, as well as one output. One performs a t- test in order to decide whether the 7th input feature is significant for predicting the output. For this purpose, one computes the t-score: 07 to SE(Ô7) %3D The residual standard error (RSE) is used to estimate o. Under which t-distribution is one to interpret the valuer of the t-score above? (Note that a t-distribution is identified by the number of degrees of freedom).
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