Q: Are integers sometimes called rational integers to distinguish them from the more general algebraic integers? ¶
A: Yes.
Q: Is an integer often a primitive data type in computer languages? ¶
A: Yes.
Q: Are integers often intuitively defined as the natural numbers? ¶
A: Yes, and zero, and the negations of the natural numbers.
Q: Are integers an integer? ¶
A: Yes.
Q: Is an integer positive if it is greater than zero and negative if it is less than zero? ¶
A: Yes.
Q: Are integers the algebraic integers that are also rational numbers? ¶
A: Yes.
Q: Are integers the only nontrivial totally ordered abelian group whose positive elements are well-ordered? ¶
A: Yes.