Linear Regression

Beschreibung

Introduction to Linear Regression
Vishakha Achmare
Quiz von Vishakha Achmare, aktualisiert more than 1 year ago
Vishakha Achmare
Erstellt von Vishakha Achmare vor fast 4 Jahre
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Zusammenfassung der Ressource

Frage 1

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Regression analysis is a form of predictive modelling technique which investigates the relationship between a dependent and independent variable.
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  • True
  • False

Frage 2

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Linear regression is a basic and commonly used type of predictive analysis which usually works on continuous data.
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  • True
  • False

Frage 3

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Explain the equation: Y(predicted) = (β1*x + βo) + Error value
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  • write your answers down
  • check them later

Frage 4

Antworten
  • write your answer down
  • check time later

Frage 5

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The main goal of Gradient descent is to minimize the cost value. i.e. min J(θo, θ1)
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  • True
  • False

Frage 6

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Choosing a perfect learning rate is a very important task as it depends on how large of a step we take downhill during each iteration.
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  • True
  • False

Frage 7

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This general equation is for?
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  • Linear Regression
  • Polynomial Regression

Frage 8

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Advantages of using Polynomial Regression are:
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  • Polynomial provides the best approximation of the relationship between the dependent and independent variables.
  • A broad range of functions can be fit under it.
  • Polynomial basically fits a wide range of curvature.
  • All of the above.

Frage 9

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Disadvantages of using Polynomial Regression are:
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  • The presence of one or two outliers in the data can seriously affect the results of the nonlinear analysis.
  • These are too sensitive to the outliers.
  • In addition, there are unfortunately fewer model validation tools for the detection of outliers in nonlinear regression than there are for linear regression.
  • All of the above.

Frage 10

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simple linear regression is a type of regression analysis where the number of independent variables is ____ and there is a linear relationship between the independent(x) and dependent(y) variable.
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  • one
  • two

Frage 11

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Residual plot helps in analyzing the model using the values of residues. It is plotted between predicted values and residue. Their values are standardized. The distance of the point from 0 specifies how bad the prediction was for that value. If the value is positive, then the prediction is low. If the value is negative, then the prediction is high. 0 value indicates prefect prediction. Detecting residual pattern can improve the model.
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  • True
  • False

Frage 12

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Non-random pattern of the residual plot indicates that the model is,
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  • Missing a variable which has significant contribution to the model target
  • Missing to capture non-linearity (using polynomial term)
  • No interaction between terms in model
  • All of the above

Frage 13

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Characteristics of a residue are:
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  • Residuals do not exhibit any pattern
  • Adjacent residuals should not be same as they indicate that there is some information missed by system.
  • All of the above
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