a) Show by example that (3) in general is not equal to . And Х b) it is possible for x to occur in () instead of where it does not occur in 4, such as x x occurs in instead of where it does not occur in (3). c) Show that if y does not occur in §, then x is substitutable for y in på and (x) = p. Hint: Use induction on . x
a) Show by example that (3) in general is not equal to . And Х b) it is possible for x to occur in () instead of where it does not occur in 4, such as x x occurs in instead of where it does not occur in (3). c) Show that if y does not occur in §, then x is substitutable for y in på and (x) = p. Hint: Use induction on . x
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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
Transcribed Image Text:Mathematical Logic
First-order or predicate logic.
Replacement lemma
a) Show by example that (x) in general is not equal to . And
Х
b) it is possible for x to occur in () instead of where it does not occur in , such as
х
x occurs in instead of where it does not occur in ().
c) Show that if y does not occur in y, then x is substitutable for y in o and
(93) = p. Hint: Use induction on .
X
Please be as clear as possible. Explain in detail your answer. Thank you very much.
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