Given the following table specifying whether you party, study or go to the pub depending on other factors. Namely, the deadline of your homework, whether or not there is a party going on and whether or not you are feeling lazy: Deadline Is there a party Lazy Activity Yes Urgent Urgent Yes Party No Yes Study Near Yes Yes Party None Yes No Party None No Yes Pub None Yes No Party Near No No Study Near No Yes Pub Urgent No No Study Near Yes Yes Party Suppose that there are no deadlines, there is no party and you are not feeling lazy: Using a Naive Bayes classifier, what is the least likely outcome? pub and study are equally unlikely. party Ostudy pub

Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN:9780133594140
Author:James Kurose, Keith Ross
Publisher:James Kurose, Keith Ross
Chapter1: Computer Networks And The Internet
Section: Chapter Questions
Problem R1RQ: What is the difference between a host and an end system? List several different types of end...
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Question
Given the following table specifying whether you party, study or go to the pub
depending on other factors. Namely, the deadline of your homework, whether or not
there is a party going on and whether or not you are feeling lazy:
Deadline
Urgent
Urgent
Is there a party
Lazy
Activity
Yes
Yes
Party
No
Yes
Study
Near
Yes
Yes
Party
None
Yes
No
Party
None
No
Yes
Pub
None
Yes
No
Party
Near
No
No
Study
Near
No
Yes
Pub
Urgent
No
No
Study
Near
Yes
Yes
Party
Suppose that there are no deadlines, there is no party and you are not feeling lazy:
Using a Naive Bayes classifier, what is the least likely outcome?
pub and study are equally unlikely.
party
study
pub
Transcribed Image Text:Given the following table specifying whether you party, study or go to the pub depending on other factors. Namely, the deadline of your homework, whether or not there is a party going on and whether or not you are feeling lazy: Deadline Urgent Urgent Is there a party Lazy Activity Yes Yes Party No Yes Study Near Yes Yes Party None Yes No Party None No Yes Pub None Yes No Party Near No No Study Near No Yes Pub Urgent No No Study Near Yes Yes Party Suppose that there are no deadlines, there is no party and you are not feeling lazy: Using a Naive Bayes classifier, what is the least likely outcome? pub and study are equally unlikely. party study pub
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