How rational numbers are unique
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because they are only in p/q form Wher p and q are co prime , q is not equal to zero
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They are unique because they are in the form of p/q where q not equal to zero .
You must know about this that every integer 'm' can be expressed in the form of m/l is also a rational number.
We can also find many rational number between two given rational numbers.
You must know about this that every integer 'm' can be expressed in the form of m/l is also a rational number.
We can also find many rational number between two given rational numbers.
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