Q. What is the formula of 1/3, 2/3, 3/3, n=3?

The general formula represented here is kn\frac{k}{n}nk, where k=1,2,3k = 1, 2, 3k=1,2,3 and n=3n = 3n=3. This form is commonly used to describe fractions, probability outcomes, or parts of a whole.

When k=nk = nk=n, as in 3/33/33/3, the value equals 1, meaning the entire whole is accounted for. This framework appears frequently in probability, ratios, and statistical distributions.