Answer all parts in 20 min plz Question 1Suppose the domain of discourse is the group of technical support people at Horizon Technical SupporDefine the following predicates:F(x): x is friendly.H(x): x is helpfulK(x): x is knowledgeableChoose the logical expression that best represents the English statement.Someone is helpful or knowledgeableEveryone is helpful or knowledgeableEveryone who is helpful is also knowledgeableEveryone is friendly, helpful, or knowledgeable✓ [Choose ]3x F(x) H(x) K(x)3X H(X) ^ K(x)vx F(x) H(x) K(x)3x H(x) v K(x)xH(X)^K(x)vx H(x) → K(x)3x F(x) v H(x) v K(x)vx F(x) v H(x) v K(x)3x H(X) →K(x)vxH(x) v K(x) DQuestion 1Suppose the domain of discourse is the group of technical support people at Horizon Technical Support (HTS), a company specializing in telephone support for its wireless customers.Define the following predicates:F(x): x is friendly.H(x): x is helpfulK(x): x is knowledgeable.Choose the logical expression that best represents the English statement.Someone is helpful or knowledgeableEveryone is helpful or knowledgeableEveryone who is helpful is also knowledgeableEveryone is friendly, helpful, or knowledgeable[Choose][Choose][Choose][Choose]+

Given Fx : x is friendly Hx : x is helpful Kx : x is…

Suppose the domain of discourse is the group of technical support people at Horizon Technical Suppo Define the following predicates: F(x): x is friendly. H(x): x is helpful K(x): x is knowledgeable Choose the logical expression that best represents the English statement. Someone is helpful or knowledgeable Everyone is helpful or knowledgeable Everyone who is helpful is also knowledgeable Everyone is friendly, helpful, or knowledgeable ✓ [Choose ] 3x F(x) H(x) K(x) 3x H(X) ^ K(x) vx F(x) H(x) K(x) 3x H(x) v K(x) vxH(X)^K(x) xH(x) →K(x) 3x F(x) v H(x) v K(x) vx F(x) v H(x) v K(x) 3x H(X) → K(x) vxH(x) v K(x)