Let H(x)= " plays hockey". Let B(x) = "x plays basketball". Which statement below means "If everyone plays hockey, then everyone plays basketball"? OVx (H(x) A B(x)) ³x (H(x) ^ B(x)) OVx (H(x) v B(x)) ○\x (H(x) → B(x)) 3x (H(x) v B(x)) O=xH()A= B(x) ○\x (B(x) → H(x)) OVE H(x)→VB(x)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Question
Let H(x)= " plays hockey".
Let B(x)= " plays basketball".
Which statement below means "If everyone plays hockey, then everyone plays
basketball"?
OVx (H(x) A B(x))
O3x (H(x) ^ B(x))
OVx (H(x) V B(x))
○Vx (H(x) → B(x))
O3x (H(x) V B(x))
O= H(r)A=rB(2)
OVx (B(x) → H(x))
OVx H(x)→VB(x)
1
Transcribed Image Text:Let H(x)= " plays hockey". Let B(x)= " plays basketball". Which statement below means "If everyone plays hockey, then everyone plays basketball"? OVx (H(x) A B(x)) O3x (H(x) ^ B(x)) OVx (H(x) V B(x)) ○Vx (H(x) → B(x)) O3x (H(x) V B(x)) O= H(r)A=rB(2) OVx (B(x) → H(x)) OVx H(x)→VB(x) 1
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