Every fraction is a real number true or false. why?
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All fractions can be termed as rational numbers; however, all rational numbers cannot be termed as fractions. Only those rational numbers in which 'p' and 'q' are positive integers are termed as fractions. Let a/b be any fraction. Now, a and b are natural numbers.
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Every Fraction is a Rational Number however a Rational Number need not be a Fraction. ... We know every natural number is an integer thus a, b are integers too. Therefore the fraction a/b is the quotient of two integers given that b ≠ 0. Thus, a/b is a Rational Number.
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