In mathematics, the rational number is the type of real number which can be perfectly represented in the form of P/Q where Q will not be equal to 0 at any point in time. Any fraction which comes with non-zero denominators should go with the option of being categorised into the rational number in the whole process. The very basic example is 3/4, 1/2, 1/5 and so on. Zero is also considered to be a type of rational number because people can perfectly represent it into several formats for example 0/1, 0/3 and so on. It is very much important for people to be well-versed with the properties of rational numbers so that they can make the right kind of decisions in the whole world of mathematics and can indulge in proper simplified procedures in the whole process.
The standard form of the rational number can be perfectly defined and it will not include any kind of common factors aside from one between the dividend and the divisor because the divisor has to be positive in the whole process.
Hence, being clear about the concept of rational numbers and irrational numbers is very much important in the whole process so that there is no issue at any point in time and apart from this people also need to be clear about the concept of number line. So, to have a good command of all these kinds of things people need to register themselves on platforms like Cuemath to ensure success.
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