Let p(x, y), q(x, y) denote the following open statements.
p(x,y):x2 ≥ y q(x, y):x + 2 < y
If the universe for each of x, yconsists of all real numbers, determine the truth value for each of the following statements,
a) p(2, 4)
b) q(1,π)
c) p(–3,8) ˄ q(1, 3)
d)
e) p(2, 2) → q(1, 1)
f) p(1,2) ↔ ¬q(1, 2)
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