Levels Tought:
Elementary,Middle School,High School,College,University,PHD
Teaching Since: | Jul 2017 |
Last Sign in: | 210 Weeks Ago, 5 Days Ago |
Questions Answered: | 15833 |
Tutorials Posted: | 15827 |
MBA,PHD, Juris Doctor
Strayer,Devery,Harvard University
Mar-1995 - Mar-2002
Manager Planning
WalMart
Mar-2001 - Feb-2009
(4) 1. Let P(x) = "x is a good dancer" and Q(x) = "x has appeared on America Can Dance." And the u.d. for x is all people.
a. Translate into English:  Ø P(Julie) Ú Q(Julie)
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b. Translate into symbols: There exists a person who is both a good dancer and who has appeared on America Can Dance.
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 (4) 2. Let P(X) = "x drives a Nissan" and the u.d. for x is all students at Leeward Community College, and
a. Translate into symbols, "There is at least one Leeward Community College student who drives a Nissan."Â
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b. Using symbols, express the negation of your expression for 2a.
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(4) 3. Let S(x) = "x is a student in our class" and P(x) = "x works at Pearlridge"
a. Assume the u.d. for x is students in our class. Translate into symbols, "There is a student in our class who works at Pearlridge.
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b. Assume the u.d. for x is all people. Translate into symbols, "There is a student in our class who works at Pearlridge.
(4) 4. Let P(x,y) = "x sent a text message to y." The u.d. for both x and y is all people. Translate into symbols:
a. Someone has sent a text message to everyone.
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b. Someone has been sent a text message by everyone.
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(4) 5. Let S(x) = "x is a student at Leeward Community College"; F(x) = "x is a faculty member at Leeward Community College", and E(x,y) "x has eaten y at the Leeward Community College cafeteria" where the universe of discourse for x is all the people who are associated with Leeward Community College, and the universe for discourse for y is the menu items in the Leeward Community College cafeteria.
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a. Translate into English:  $xØ$y (F(x) ® E(x,y))
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b Translate into symbols:  Every Leeward CC student has eaten at least one menu item at the Leeward Community College cafeteria.
(4) 1. Let P(x) = "x is a good dancer" and Q(x) = "x has appeared on America Can Dance." And the u.d. for x is all people.
a. Translate into English:  Ø P(Julie) Ú Q(Julie)
Â
Â
Â
b. Translate into symbols: There exists a person who is both a good dancer and who has appeared on America Can Dance.
Â
Â
 (4) 2. Let P(X) = "x drives a Nissan" and the u.d. for x is all students at Leeward Community College, and
a. Translate into symbols, "There is at least one Leeward Community College student who drives a Nissan."Â
Â
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b. Using symbols, express the negation of your expression for 2a.
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(4) 3. Let S(x) = "x is a student in our class" and P(x) = "x works at Pearlridge"
a. Assume the u.d. for x is students in our class. Translate into symbols, "There is a student in our class who works at Pearlridge.
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b. Assume the u.d. for x is all people. Translate into symbols, "There is a student in our class who works at Pearlridge.
(4) 4. Let P(x,y) = "x sent a text message to y." The u.d. for both x and y is all people. Translate into symbols:
a. Someone has sent a text message to everyone.
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b. Someone has been sent a text message by everyone.
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(4) 5. Let S(x) = "x is a student at Leeward Community College"; F(x) = "x is a faculty member at Leeward Community College", and E(x,y) "x has eaten y at the Leeward Community College cafeteria" where the universe of discourse for x is all the people who are associated with Leeward Community College, and the universe for discourse for y is the menu items in the Leeward Community College cafeteria.
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a. Translate into English:  $xØ$y (F(x) ® E(x,y))
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b Translate into symbols:  Every Leeward CC student has eaten at least one menu item at the Leeward Community College cafeteria.
----------- Â ----------- H-----------ell-----------o S-----------ir/-----------Mad-----------am ----------- Th-----------ank----------- yo-----------u f-----------or -----------you-----------r i-----------nte-----------res-----------t a-----------nd -----------buy-----------ing----------- my----------- po-----------ste-----------d s-----------olu-----------tio-----------n. -----------Ple-----------ase----------- pi-----------ng -----------me -----------on -----------cha-----------t I----------- am----------- on-----------lin-----------e o-----------r i-----------nbo-----------x m-----------e a----------- me-----------ssa-----------ge -----------I w-----------ill----------- be----------- qu-----------ick-----------ly