Computer Networking: A Top-Down Approach (7th Edition)
Computer Networking: A Top-Down Approach (7th Edition)
7th Edition
ISBN: 9780133594140
Author: James Kurose, Keith Ross
Publisher: PEARSON
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Quantifier
Let B = B[3, 4] be the following array of dimension 3 × 4,
3 5 2 1
B = 5 5 8 2
15 2 5
Array B has three rows and four columns, and cach of the twelve cells of B contains an integer. The content
of the cell in row r and column e is denoted B(r, c), where 1 <r < 3 and1<¢< 4. The top-left cell is
denoted B(1,1).
1. The following list contains sixteen claims. For cach of the sixteen claims in turn, determine whether the
claim is true or false. If you answer true, then briefly explain why the claim is true. If you answer false,
then briefly explain why the claim is falsc.
1. V rows r: B(r, 4) # 5.
2. V columns c: B(2, c) # 8.
3. 3 row r: B(r, 4) # 5.
4. 3 column c: B(2,c) + 8.
5. V rows r V columns c: B(r,c) = 5.
6. V rows r3 column c: B(r, c) = 5.
7. 3 row r V columns c: B(r, c) = 5.
8. 3 row r 3 column c: B(r, c) = 5.
9. V columns c V rows r: B(r, c) = 5.
10. V columns с Э row r: B(r,с) — 5.
11. 3 column c V rows r: B(r, c) = 5.
12. 3 column c3 row r: B(r, c) = 5.
13. V rows r 3 column c: B(r, c) = 2.
14. Э row r V oolumns c: B(т, c) + 5.
15. V columns c 3 row r: B(r,c) 7 5.
16. 3 column c V rows r: B(r,c) 1.
%3D
WS T
At the beginning of your submission, give a table as shown here, and put the value "True" or "False" in
cach box, indicating your answer to cach question.
1
2
3
4
7
8
9.
10
11
12
13
14
15
16
expand button
Transcribed Image Text:Quantifier Let B = B[3, 4] be the following array of dimension 3 × 4, 3 5 2 1 B = 5 5 8 2 15 2 5 Array B has three rows and four columns, and cach of the twelve cells of B contains an integer. The content of the cell in row r and column e is denoted B(r, c), where 1 <r < 3 and1<¢< 4. The top-left cell is denoted B(1,1). 1. The following list contains sixteen claims. For cach of the sixteen claims in turn, determine whether the claim is true or false. If you answer true, then briefly explain why the claim is true. If you answer false, then briefly explain why the claim is falsc. 1. V rows r: B(r, 4) # 5. 2. V columns c: B(2, c) # 8. 3. 3 row r: B(r, 4) # 5. 4. 3 column c: B(2,c) + 8. 5. V rows r V columns c: B(r,c) = 5. 6. V rows r3 column c: B(r, c) = 5. 7. 3 row r V columns c: B(r, c) = 5. 8. 3 row r 3 column c: B(r, c) = 5. 9. V columns c V rows r: B(r, c) = 5. 10. V columns с Э row r: B(r,с) — 5. 11. 3 column c V rows r: B(r, c) = 5. 12. 3 column c3 row r: B(r, c) = 5. 13. V rows r 3 column c: B(r, c) = 2. 14. Э row r V oolumns c: B(т, c) + 5. 15. V columns c 3 row r: B(r,c) 7 5. 16. 3 column c V rows r: B(r,c) 1. %3D WS T At the beginning of your submission, give a table as shown here, and put the value "True" or "False" in cach box, indicating your answer to cach question. 1 2 3 4 7 8 9. 10 11 12 13 14 15 16
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