It can be proven that it is impossible to find a pair of integers, p and q, such that p/q = sqrt(14).
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Natural numbers are those numbers used for counting. The square root of 14 is the irrational number 3.74165... . Therefore, the square root of 14 is not a natural number.
irrational
√196 is rational. √196 = √(14^2) = 14 - a whole number which is also a rational number.
196 = 14² → √196 is rational.
The square root of 14 is already in its simplest radical form. The number itself is roughly 3.7416573867739413