is zero a rattional number?can you write it in the form p/q‚where p and q are intigers and q 0
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Yes 0 is a rational number as it can be written in the form of p/q where p and q are integers and q never equals to 0 as shown below :

These following types of numbers are always rational:
1. Natural numbers
2.Whole numbers
3.Integers
Also in any fraction p/q, q will never be equal to 0 and if it is then the number can't be defined as a number or called to be an undefined number.
These following types of numbers are always rational:
1. Natural numbers
2.Whole numbers
3.Integers
Also in any fraction p/q, q will never be equal to 0 and if it is then the number can't be defined as a number or called to be an undefined number.
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