57. - (bA-c) a. - (-bA~c) 58.-bnc b.-(-b→-c) 59. - (bvc) c. bA-c d.-(-b c) 60. - bA-c 61. - (b c) e.-bvc 62. bvc f.-bn-c For Problems 63-70, rewrite each sentence using appropriate nega rules. You may have to use two different equivalences in each proble 63. -[-a→-(~pvm)] 64. -[c→-(rv -n) 766. - [w→(-knh)] 65. -[a (bv -r)] 67. -[- qv (a –→- p)] 68. [sA(-d→c)]
57. - (bA-c) a. - (-bA~c) 58.-bnc b.-(-b→-c) 59. - (bvc) c. bA-c d.-(-b c) 60. - bA-c 61. - (b c) e.-bvc 62. bvc f.-bn-c For Problems 63-70, rewrite each sentence using appropriate nega rules. You may have to use two different equivalences in each proble 63. -[-a→-(~pvm)] 64. -[c→-(rv -n) 766. - [w→(-knh)] 65. -[a (bv -r)] 67. -[- qv (a –→- p)] 68. [sA(-d→c)]
Elementary Algebra
17th Edition
ISBN:9780998625713
Author:Lynn Marecek, MaryAnne Anthony-Smith
Publisher:Lynn Marecek, MaryAnne Anthony-Smith
Chapter9: Roots And Radicals
Section9.3: Add And Subtract Square Roots
Problem 229E: A decorator decides to use square tiles as an accent strip in the design of a new shower, but she...
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Question
57-67 odd numbers
![ntements, Connectives and Equivalences
In Problems 57-62, match each numbered statement to its lettered
equivalent.
57. - (bA-c)
a. - (-bA-c)
b. -(-b→-c)
58. bAc
59. - (bvc)
c. bA-c
60. - bA-c
d. -(-b c)
61. ~ (b→c)
e.-bvc
62. bvc
f.-bA-c
For Problems 63-70, rewrite each sentence using appropriate negation
rules. You may have to use two different equivalences in each problem.
64. - [c→-(rv~n)]
66. -[w→(-knh)]
68. [sA(~d→ c)]
70. -[g v (m~ p)]
63. -[-a→-(~pvm)]
65. - [a →(bv - r)]
67. - [-qv (a→~ p)]
69. -[~a^(~b++ c)]
For Problems 71–83, based on your knowledge of DeMorgan's
equivalence and the conditional negation equivalence answer true or false
for each problem.
71. If (~qnd) is true, then qv d is.
72. If (-dvq) is false, then dA~ q is
73. If qnd is false, then ~(q v~d) is
O is](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F5c631102-8c83-45c4-9614-72045feacdbb%2F59aa5561-e5b3-4571-b462-8ebbaea299df%2Fw0ygn1_processed.jpeg&w=3840&q=75)
Transcribed Image Text:ntements, Connectives and Equivalences
In Problems 57-62, match each numbered statement to its lettered
equivalent.
57. - (bA-c)
a. - (-bA-c)
b. -(-b→-c)
58. bAc
59. - (bvc)
c. bA-c
60. - bA-c
d. -(-b c)
61. ~ (b→c)
e.-bvc
62. bvc
f.-bA-c
For Problems 63-70, rewrite each sentence using appropriate negation
rules. You may have to use two different equivalences in each problem.
64. - [c→-(rv~n)]
66. -[w→(-knh)]
68. [sA(~d→ c)]
70. -[g v (m~ p)]
63. -[-a→-(~pvm)]
65. - [a →(bv - r)]
67. - [-qv (a→~ p)]
69. -[~a^(~b++ c)]
For Problems 71–83, based on your knowledge of DeMorgan's
equivalence and the conditional negation equivalence answer true or false
for each problem.
71. If (~qnd) is true, then qv d is.
72. If (-dvq) is false, then dA~ q is
73. If qnd is false, then ~(q v~d) is
O is
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