1. The identity symbol (=) is a connective in PL. 2. The expression, “Ixy(Px &Qy)" is consistent with the English expression "there exists at least one thing that has property P and property Q." 3. A sentence in PL that has a connective or a quantifier is not an atomic sentence. 4. In the sentence, “Vx(Px→3yRxy)," the scope of x covers the entire formula enclosed in the parentheses. 5. The universe of discourse can include just people in North America, for a model.
1. The identity symbol (=) is a connective in PL. 2. The expression, “Ixy(Px &Qy)" is consistent with the English expression "there exists at least one thing that has property P and property Q." 3. A sentence in PL that has a connective or a quantifier is not an atomic sentence. 4. In the sentence, “Vx(Px→3yRxy)," the scope of x covers the entire formula enclosed in the parentheses. 5. The universe of discourse can include just people in North America, for a model.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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
Transcribed Image Text:1. The identity symbol (=) is a connective in PL.
2. The expression, “Ixy(Px &Qy)" is consistent with the English expression
“there exists at least one thing that has property P and property Q."
3. A sentence in PL that has a connective or a quantifier is not an atomic
sentence.
4. In the sentence, “Vx(Px→3yRxy)," the scope of x covers the entire formula
enclosed in the parentheses.
5. The universe of discourse can include just people in North America, for a
model.
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