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- Show that if ƒ′′> 0 throughout an interval [a, b], then ƒ′ has at most one zero in [a, b] . What if ƒ′′<0 throughout [a, b] instead?Shows that the pair are not equivalent in FOL. ¬∀x∀yB(x,y), ¬∃x∃yB(x,y) Show through specifying a domain and extension: Domain: _ B( _ , _ ): _can you explain the 95% interval. whenever i input those anwers from the follow up its incorrect