Exercises: Naïve Bayes Problem 1: Vehicle Fuel Efficiency Classification Sample Vehicle Type (Nominal) Engine Size Fuel Type (Continuous) (Nominal) Mileage (Continuous) Safety Rating (Ordinal) Fuel Efficiency (Target) 1 Sedan 2.0 Gasoline 35.5 Low Fuel Efficient 2 SUV 3.5 Diesel 23.4 Medium Not Fuel Efficient 3 Hatchback 1.6 Gasoline 42.1 High Fuel Efficient 4 SUV 4.0 Diesel 18.2 Medium Not Fuel Efficient 5 Truck 5.0 Gasoline 15.3 Low Not Fuel Efficient 6 Sedan 2.5 Gasoline 31.7 High Fuel Efficient 7 Hatchback 1.2 Gasoline 38.9 Medium Fuel Efficient 8 Truck 60 6.0 Diesel 13.8 Low Not Fuel Efficient 9 SUV 3.2 Diesel 22.5 High Not Fuel Efficient 10 Sedan 2.0 Gasoline 34.6 Medium Fuel Problem Description: You are tasked with classifying vehicles as "Fuel Efficient" or "Not Fuel Efficient" using Naive Bayes classification. You need to estimate the conditional probabilities for different attributes and the class variable "Fuel Efficiency." Exercises: 1. Calculate Prior Probabilities: Calculate the prior probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the provided dataset. 2. Conditional Probabilities for Nominal Attributes (Vehicle Type and Fuel Type): Calculate the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the vehicle type and fuel type (Nominal attributes). 3. Conditional Probabilities for Continuous Attributes (Engine Size and Mileage): Calculate the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on engine size and mileage (Continuous attributes). You can assume Gaussian distributions. 4. Conditional Probabilities for Ordinal Attributes (Safety Rating): Calculate the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the safety rating (Ordinal attribute). 5. Fuel Efficiency Classification: Given a new vehicle with the following attributes: Vehicle Type: Hatchback Engine Size: 1.8 Fuel Type: Gasoline Mileage: 40.2 Safety Rating: Medium To classify this vehicle as "Fuel Efficient" or "Not Fuel Efficient," use Naive Bayes and the conditional probabilities calculated in previous steps.

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Exercises: Naïve Bayes
Problem 1: Vehicle Fuel Efficiency Classification
Sample
Vehicle Type
(Nominal)
Engine Size Fuel Type
(Continuous)
(Nominal)
Mileage
(Continuous)
Safety Rating
(Ordinal)
Fuel Efficiency
(Target)
1
Sedan
2.0
Gasoline
35.5
Low
Fuel Efficient
2
SUV
3.5
Diesel
23.4
Medium
Not Fuel Efficient
3
Hatchback
1.6
Gasoline
42.1
High
Fuel Efficient
4
SUV
4.0
Diesel
18.2
Medium
Not Fuel Efficient
5
Truck
5.0
Gasoline
15.3
Low
Not Fuel Efficient
6
Sedan
2.5
Gasoline
31.7
High
Fuel Efficient
7
Hatchback
1.2
Gasoline
38.9
Medium
Fuel Efficient
Transcribed Image Text:Exercises: Naïve Bayes Problem 1: Vehicle Fuel Efficiency Classification Sample Vehicle Type (Nominal) Engine Size Fuel Type (Continuous) (Nominal) Mileage (Continuous) Safety Rating (Ordinal) Fuel Efficiency (Target) 1 Sedan 2.0 Gasoline 35.5 Low Fuel Efficient 2 SUV 3.5 Diesel 23.4 Medium Not Fuel Efficient 3 Hatchback 1.6 Gasoline 42.1 High Fuel Efficient 4 SUV 4.0 Diesel 18.2 Medium Not Fuel Efficient 5 Truck 5.0 Gasoline 15.3 Low Not Fuel Efficient 6 Sedan 2.5 Gasoline 31.7 High Fuel Efficient 7 Hatchback 1.2 Gasoline 38.9 Medium Fuel Efficient
8
Truck
60
6.0
Diesel
13.8
Low
Not Fuel Efficient
9
SUV
3.2
Diesel
22.5
High
Not Fuel Efficient
10
Sedan
2.0
Gasoline
34.6
Medium
Fuel
Problem Description:
You are tasked with classifying vehicles as "Fuel Efficient" or "Not Fuel Efficient" using Naive
Bayes classification. You need to estimate the conditional probabilities for different attributes and
the class variable "Fuel Efficiency."
Exercises:
1. Calculate Prior Probabilities: Calculate the prior probabilities of a vehicle being "Fuel
Efficient" or "Not Fuel Efficient" based on the provided dataset.
2. Conditional Probabilities for Nominal Attributes (Vehicle Type and Fuel Type): Calculate
the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient"
based on the vehicle type and fuel type (Nominal attributes).
3. Conditional Probabilities for Continuous Attributes (Engine Size and Mileage): Calculate
the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient"
based on engine size and mileage (Continuous attributes). You can assume Gaussian
distributions.
4. Conditional Probabilities for Ordinal Attributes (Safety Rating): Calculate the conditional
probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the safety
rating (Ordinal attribute).
5. Fuel Efficiency Classification: Given a new vehicle with the following attributes:
Vehicle Type: Hatchback
Engine Size: 1.8
Fuel Type: Gasoline
Mileage: 40.2
Safety Rating: Medium
To classify this vehicle as "Fuel Efficient" or "Not Fuel Efficient," use Naive Bayes and
the conditional probabilities calculated in previous steps.
Transcribed Image Text:8 Truck 60 6.0 Diesel 13.8 Low Not Fuel Efficient 9 SUV 3.2 Diesel 22.5 High Not Fuel Efficient 10 Sedan 2.0 Gasoline 34.6 Medium Fuel Problem Description: You are tasked with classifying vehicles as "Fuel Efficient" or "Not Fuel Efficient" using Naive Bayes classification. You need to estimate the conditional probabilities for different attributes and the class variable "Fuel Efficiency." Exercises: 1. Calculate Prior Probabilities: Calculate the prior probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the provided dataset. 2. Conditional Probabilities for Nominal Attributes (Vehicle Type and Fuel Type): Calculate the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the vehicle type and fuel type (Nominal attributes). 3. Conditional Probabilities for Continuous Attributes (Engine Size and Mileage): Calculate the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on engine size and mileage (Continuous attributes). You can assume Gaussian distributions. 4. Conditional Probabilities for Ordinal Attributes (Safety Rating): Calculate the conditional probabilities of a vehicle being "Fuel Efficient" or "Not Fuel Efficient" based on the safety rating (Ordinal attribute). 5. Fuel Efficiency Classification: Given a new vehicle with the following attributes: Vehicle Type: Hatchback Engine Size: 1.8 Fuel Type: Gasoline Mileage: 40.2 Safety Rating: Medium To classify this vehicle as "Fuel Efficient" or "Not Fuel Efficient," use Naive Bayes and the conditional probabilities calculated in previous steps.
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