For integers x and y, $x + 2y = 11$. Given that, I. x is an odd number. II. x is greater than y. III. Both x and y are positive. Which of the following statements are always true? A) Only I B) Only III C) I and II D) I and III E) II and III
For integers x and y, $x + 2y = 11$. Given that,
I. x is an odd number.
II. x is greater than y.
III. Both x and y are positive.
Which of the following statements are always true?
A) Only I
B) Only III
C) I and II
D) I and III
E) II and III