An inductive proof that P$($n$)$ is true for all n$$always starts with the base case.$$What is the base case?

Group of answer choices

The base case is always P$($n$)$ for the lowest n value for which P$($n$)$ is defined.

The base case is always the statement P$(1).$

The base case is always the statement$$P$(0).$

The base case is P$(0)$ P$(1)$