Let P ( x ) denote the sentence 2x + y = 5. What are the truth value of the following where the domain of x and y is the set of all integers.
1. Ɐx ⱯyP( x,y)
2. Ɐx ꓱyP ( x,y)
3. ꓱx ⱯyP ( x,y)
4. ꓱx ꓱyP( x,y)
1. False
Fore example P(0,1) is not correct "2x0+1 \\not= 5"
2.True. Because for any x we can find value of y.
3.True. Because for any y we can find value of x.
4. True. Because for some x we can find some of y. For example P(0,5)
"2x0+5=5"
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