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Match the following statements with predicates and any necessary quantifiers: v Every Razzma is a Frat. A. R(x) ^ F(x) No Razzma is a Frat.

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Match the following statements with predicates and any necessary quantifiers: v Every Razzma is a Frat. A. R(x) ^ F(x) No Razzma is a Frat. B. Ex(R(x) + F(x)) There is at least one Razma that is a Frat C. 3x(R(x) ^ F(x)) There is a Razma that every Frat. Some Razma are Green Frat. D.EX(R(x) ^ F(x)) E. -Ux(R(x) F(x)) ByHx(F(x) R(x,y)) G. 3x(R(x) ^ F(x) v G(x)) H. 3x3y(R(x) ^ F(y) ^ G(y)) 1. 3x3y(R(x) ^ F(y) ^ G(x,y)) J. 3x3y(R(x) - F(y) G(x,y)) F

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