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ISYE 6414 Homework 2 Quiz Questions & Answers | Regression Analysis | Georgia Institute of Technology | 2026/2027

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ISYE 6414 Homework 2 Quiz Questions & Answers | Regression Analysis | Georgia Institute of Technology | 2026/2027

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6/15/25, 12:57 AM Homework 2: Quiz: Regression Analysis - ISYE-6414-OAN/Q2/QIS/ASY



Homework 2: Quiz
Due Jun 8 at 11:59pm
Points 40
Questions 35
Available May 26 at 8am - Jun 8 at 11:59pm
Time Limit None

Instructions
Due: Jun 8 at 11:59 p.m. Eastern



Attention: You only have ONE attempt to answer the questions.

This quiz was locked Jun 8 at 11:59pm.

Attempt History
Attempt Time Score
LATEST Attempt 1 10,890 minutes 33.47 out of 40

Score for this quiz: 33.47 out of 40
Submitted Jun 7 at 2:31am
This attempt took 10,890 minutes.

Question 1
pts
In linear regression, goodness of fit describes:
how well the predictors explain the response.
how well the model predicts the response variable for unseen data.
Correct Answer
how well the data fit the assumptions of the model.
how well the regression line fits the observed data.
You Answered
both a and d

how well the data fit the assumptions of the model.

2.8.6

Please note that these are not Goodness-of-fit measures. Goodness-of-fit refers to the goodness of the
fit of the data with the model structure and assumptions. The measures on this slide can be used to

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,6/15/25, 12:57 AM Homework 2: Quiz: Regression Analysis - ISYE-6414-OAN/Q2/QIS/ASY

evaluate the performance of how well the predicting variables explain the response under the linearity
assumption.

Question 2
pts

In multiple linear regression, the parameters of the model are ___.

the variable coefficients
the intercept coefficient
the variance of the errors (sigma squared))
a and b only
Correct!
a., b. and c.

a., b. and c.

2.1.3 Fundamentals, Objectives and Examples

"In the linear regression model, the parameters defining the regression line, the regression coefficients,
β0, β1 through βp, are unknown parameters. We have an additional parameter, the variance of the
errors, denoted with sigma squared. Model parameters are unknown regardless of how much data we
observe. But we can derive some approximations or estimates of the parameters given the data and the
model assumptions "


Question 3
pts

If a multiple linear regression model contains 5 quantitative predicting variables and an intercept, then
the number of parameters to estimate is ___.

3
4
5
You Answered
6
Correct Answer
7

2.1. Fundamentals, Objectives and Examples

The model parameters are 𝜷0, 𝜷1, ..., 𝜷5, and . Thus, there are 7 parameters.


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, 6/15/25, 12:57 AM Homework 2: Quiz: Regression Analysis - ISYE-6414-OAN/Q2/QIS/ASY

Question 4
0..5 pts

Select all answers which correspond to common measures of predicting accuracy in multiple linear
regression.

Correct!
mean squared prediction error (MSPE)
Correct!
mean absolute prediction error (MAE)
Correct Answer
precision measure (PM) or precision error
Correct!
mean absolute percentage error (MAPE)
Correct Answer
confidence interval measure (CIM)

[2.8. Model Evaluation and Multicollinearity, Slide 8]

The most common reported measures of predicting accuracy are on this slide:

Mean squared prediction error abbreviated MSPE and computed as the mean of the squared
differences between predicted and observed;
Mean absolute prediction errors abbreviated MAE and computed as the mean of the absolute values
of the differences between predicted and observed;
Mean absolute percentage error abbreviated MAPE and computed as the mean of the absolute
values of the differences scaled by the observed responses;
Precision measure (or precision error) abbreviated PM here and computed as the ratio between
MSPE and the sum of square differences between the response and the mean of the responses;
Confidence Interval Measure abbreviated here as CIM and computed as the number of predictions
falling outside of the prediction intervals divided by the number of predictions made.

Question 5
pts
In multiple linear regression, the independence assumption cannot be tested through visual analysis, but
can be approximated by visually assessing residuals for ___.
normality
linearity
constant variance
Correct!
correlation
mean zero
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