The next 3 questions pertain to the following grammar from the book. The string to test is aba. S→ XY X→ XA | a | b Y→AY|a A → a Question 1 Enter which variables can generate the following substrings of length 2 as found in stage 2 of the CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical order (e.g., XY). If there are no variables that generate the substring, enter none. ab e ba + Question 2 Enter which variables can generate the following substrings of length 3 as found in stage 3 of the CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical order (e.g., X,Y). If there are no variables that generate the substring, enter none. a ba + ab a +
The next 3 questions pertain to the following grammar from the book. The string to test is aba. S→ XY X→ XA | a | b Y→AY|a A → a Question 1 Enter which variables can generate the following substrings of length 2 as found in stage 2 of the CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical order (e.g., XY). If there are no variables that generate the substring, enter none. ab e ba + Question 2 Enter which variables can generate the following substrings of length 3 as found in stage 3 of the CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical order (e.g., X,Y). If there are no variables that generate the substring, enter none. a ba + ab a +
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...
Related questions
Question
![Question 4
We will repeat parsing aba with the grammar used on the previous 3 questions for the next 3
questions, but filling in diagonals in a CYK table instead.
Fill in the first diagonal (stage 1) in the CYK table for parsing aba (moving upward to the right).
Enter no spaces. Enter multiple variables separated by a comma in alphabetical order (e.g., X,Y). If
there are no variables that generate the substring, enter none.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe40721c8-8906-4caa-9387-78286e145170%2Faa73128a-621a-4af5-b7d9-91fb82c7805e%2Fn3yyd2q_processed.png&w=3840&q=75)
Transcribed Image Text:Question 4
We will repeat parsing aba with the grammar used on the previous 3 questions for the next 3
questions, but filling in diagonals in a CYK table instead.
Fill in the first diagonal (stage 1) in the CYK table for parsing aba (moving upward to the right).
Enter no spaces. Enter multiple variables separated by a comma in alphabetical order (e.g., X,Y). If
there are no variables that generate the substring, enter none.
![The next 3 questions pertain to the following grammar from the book. The string to test is aba.
S→ XY
X→ XA | a | b
Y→AY|a
A→ a
Question 1
Enter which variables can generate the following substrings of length 2 as found in stage 2 of the
CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical
order (e.g., XY). If there are no variables that generate the substring, enter none.
ab e
ba e
Question 2
Enter which variables can generate the following substrings of length 3 as found in stage 3 of the
CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical
order (e.g., X,Y). If there are no variables that generate the substring, enter none.
a ba e
ab a +](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe40721c8-8906-4caa-9387-78286e145170%2Faa73128a-621a-4af5-b7d9-91fb82c7805e%2Fz01hi3e_processed.png&w=3840&q=75)
Transcribed Image Text:The next 3 questions pertain to the following grammar from the book. The string to test is aba.
S→ XY
X→ XA | a | b
Y→AY|a
A→ a
Question 1
Enter which variables can generate the following substrings of length 2 as found in stage 2 of the
CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical
order (e.g., XY). If there are no variables that generate the substring, enter none.
ab e
ba e
Question 2
Enter which variables can generate the following substrings of length 3 as found in stage 3 of the
CYK algorithm. Enter no spaces. Enter multiple variables separated by a comma in alphabetical
order (e.g., X,Y). If there are no variables that generate the substring, enter none.
a ba e
ab a +
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