Question

Q. For each set of conditions below, give an example of a predicate P(n) defined on N that satisfy those conditions (and justify your example), or explain why such a predicate cannot exist. (d) P(1) is True, P(k) ⇒ P(k + 1) is False for all k ∈N.

Is this solution acceptable for d?

Is thee lkEINZ Apiedrcae cannot eis smce halas astre Tlen ph2) must be false for PKPC) to also be tale Snce e tkn plz) =pC3) ill Ways be ne sine nould not degend on wha He result af p(3.) IS The re fore here S no for all KelN redicate that ese cond Phons

Answer 1

You are amazing, keep it up.

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Have a good day!!!

Dete: COXsect Ses yous soution is dos ol utely. You se like a mathematiclan. ATThe best!! FD is tue, PE PRHD 5tare S ITD15 tyue, Then P(DPCtD e P2) Is talse be tue talse Then youx FTOY FF IST Pvedicate that satisfies Thexe is no