The statement "I am happy to see you." Is classify as a. Simple proposition b. Compound proposition: Negation c. Compound proposition: Conjunction d. Compound proposition: Biconditional 1.
The statement "I am happy to see you." Is classify as a. Simple proposition b. Compound proposition: Negation c. Compound proposition: Conjunction d. Compound proposition: Biconditional 1.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Question
Transcribed Image Text:The statement “I am happy to see you." Is classify as
a. Simple proposition
b. Compound proposition: Negation
c. Compound proposition: Conjunction
d. Compound proposition: Biconditional
Write the statement: "Today is John's birthday and he will turn 18 years old
today".
a. a Vb
1.
2.
c. - (a V b)
d. - a A - b
b. аль
3.
Let p represent: “Netizens enjoyed tiktok application." q represents: “Netizens
like the post in facebook." r represent: “Netizens watch youtube."
Write the symbolic statement - (p V q) → r in words
a. If the netizens enjoyed tiktok application and like the post in facebook, then they
watch youtube.
b. If the netizens do not enjoy tiktok and watch youtube, then they like the post in
facebook.
c. If it is not the case that the netizens enjoyed tiktok application or they like the
post in facebook, then they watch youtube.
d. If the netizens do not enjoy tiktok application and like the post in facebook, then
they do not watch youtube.
How many possible rows does the truth table with three primitive propositions?
4.
с. 6
d. 8
a. 2
b. 4
5.
In what condition or conditions does the disjunction become false?
a. When p and q are both true.
b. When p and q are both false.
c. When p is false, and q is true.
d. When p is false, and q is false.
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