P(x, y) means
$$“ x + 2 y = x y "$$
where x and y are integers. Determine the truth value of the statement.
-$$\exists y P ( 3 , y )$$

Name: P(x, y) means \[“ x + 2 y = x y "\] where x and y are integers. Determine the truth value of the statement. -\[\exists y P ( 3 , y )\]
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Question

P(x, y) means 
 $$“ x + 2 y = x y "$$
 where x and y are integers. Determine the truth value of the statement.
-$$\exists y P ( 3 , y )$$

Quizplus · Accepted Answer

For the statement $\exists y P(3, y)$ to be true, there must exist an integer $y$ such that $3 + 2y = 3y$. Solving for $y$, we get $3 = y$, which is an integer. Therefore, the statement is true.

P(x, Y) Means “x+2y=xy"“ x + 2 y = x y "“x+2y=xy"

P(x, Y) Means $“ x + 2 y = x y "$