Assertion: rational number | /r/HasProperty | real numbers
Facets:
Source sentences:
text: Rational Numbers are any real numbers that can be expressed as a simple fraction or ratio.
text: The correct answer is rational and real numbers, because all rational numbers are also real.
text: The rational numbers together with the irrational numbers are called the real numbers.
text: Rational numbers are all real numbers, and can be positive or negative.
text: Both rational numbers and irrational numbers are real numbers.
text: All rational numbers are also real numbers.
text: All rational numbers are real numbers, so this number is rational and real.
text: Hence, though all rational numbers are real numbers, there are some numbers (irrational numbers) which are not rational numbers.
text: Rational number and irrational number are both real numbers.
text: It turns out that these repeating decimals (including the repetition of zeroes) denote exactly the rational numbers, i.e., all rational numbers are also real numbers, but it is not the case that every real number is rational.
text: The correct answer is rational and real numbers, because all rational numbers are also real.
text: The correct answer is rational and real numbers, because all rational numbers are also real.