Question: Let Q(x) be the statement x + 1 > 2x. If the domain consists of the integers (this includes negative numbers), what are the truth

Let Q(x) be the statement x + 1 > 2x. If the domain consists of the integers (this includes negative numbers), what are the truth values of the following statements?

Let Q(x) be the statement x + 1 > 2x. If the 1. Q(0) - True 2. Q(-1) - True 3. x Q(x) - True 4. x Q(x) - False 5. x Q(x) - False 6. x Q(x) - True

domain consists of the integers (this includes negative numbers), what are the

I recieved partial credit for this problem. Please explain what answers are wrong and why they are wrong in-depth (translating the predicate logic to english).

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