Assertion: rational number | /r/HasProperty | negative
Facets:
Source sentences:
text: Rational numbers are all real numbers, and can be positive or negative.
text: Rational numbers are all real numbers, and can be positive or negative.
text: Rationals can be either positive, negative or zero.
text: Rationals can be either positive, negative or zero.
text: a. Integers : a real rational number that is not a fraction and can be negative i. Whole : a real rational integer that is not negative but can be #0# ii.
text: If a rational number is positive (negative), then its (additive) inverse is negative (positive).
text: A rational number is any whole number, fraction, mixed number or decimal, including their negative counterparts.
text: A rational number which has either the numerator negative or the denominator negative is called the negative rational number.
text: Any rational number can be called as the positive rational number if both the numerator and denominator have like signs.
text: A rational number may be positive, negative or zero.
text: Rational numbers can be positive and negative.
text: So, rational numbers can be positive, negative or zero.
text: As you have seen, rational numbers can be negative.
text: They can be positive, negative or zero, and they include all the integers, because those are just the ratio of two integers where the denominator = 1.
text: A rational number may be positive, negative or zero.
text: Rational numbers can be positive and negative.
text: So, rational numbers can be positive, negative or zero.
text: They can be positive, negative or zero, and they include all the integers, because those are just the ratio of two integers where the denominator = 1.