Respuesta :
For a number to be rational by definition, a fractional representation of the number must exist.
So N = n/m is rational if n and m are integers.
Since it's given in fractional form it's rational by definition.
Hence false.
So N = n/m is rational if n and m are integers.
Since it's given in fractional form it's rational by definition.
Hence false.
It is false because the only way it would be true is if the decimal point had un-repeating numbers after is like 1.414124245... would be a great example.