Question: Boolean function G(v, r. A) is defined by formula (ce ( 4 4)) |F. 2 Which proposition is true? (A) G(0, 1,0) = 0; (B)

 Boolean function G(v, r. A) is defined by formula (ce (

4 4)) |F. 2 Which proposition is true? (A) G(0, 1,0) =

Boolean function G(v, r. A) is defined by formula (ce ( 4 4)) |F. 2 Which proposition is true? (A) G(0, 1,0) = 0; (B) G(0, 1, 1) = 0; (C) G(0,0, 1) = 1. T (B); 2) no one; 3 (B) and (C); J) all propositions; 5 (A) and (B); 6 (A) and (C); O (A): 8 (C). 3 Logical equation G(v, r, A) = 1 solutions (T has one: 2 has no; 3) has four; (4 has seven: (5 has eight; (6 has six: (7) has three; 8 has five, 9 has two. Which proposition is true? I no one: (B): 4 (A) Function G(v, r, h) is self-dual. JC: (4 all propositions; (B) Function G(v, r, h) is monotonic. 5 (A) and (C): 6 (A) and (B): (C) Function G(u, r, h) is linear. (B) and (C): 8 (A). 5 Which formula is correct?? (A) G(v.r,h) = DAF&h V Er&hV ehrich V urich. (B) G(ur,h) = (eVrVA)VrVA)&(5VrVA). (A); 3 no one; 3 both formulas; ( (B)

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