Solution: If a number is not an integer then it can be a rational, irrational and real and number.
Explanation:
There are many types numbers. The set of numbers are defined below.
Real Numbers: All numbers in the number system( fractional, roots, positive, negative, decimal, etc) are real numbers. For example \(\sqrt{2}, \frac{3}{4} ,7.4, -2, 0\) and 5 etc. Real numbers are categorized in two parts rational and irrational numbers.
1) Irrational numbers: The number which can't expressed in the form of \(\frac{p}{q}\) are called irrational numbers. For example \(\sqrt{2} , \sqrt{3}\) and \(-\sqrt{5}\) etc.
2) Rational numbers: The number which can be expressed in the form of \(\frac{p}{q}\) are called irrational numbers. For example \(\frac{4}{7} , 3.4\) and -5.2 etc. It is categorized in two parts fractional and integer numbers.
(i) Fractional numbers: The numbers which are not a complete number and the number in decimals, fraction are called fractional numbers. For example -3.6, \(\frac{7}{2}\) and 6.1 etc.
(ii)Integer numbers: The complete number which has no decimal value is called integer numbers. For example-8,-2, 0, 5,7 and 100 etc.
If a number is not integer, it means it can be in fraction form and in the form of root.
Therefore, If a number is not an integer then it can be a rational, irrational and real and number.
