Once a year employees at a company are given the opportunity to join one of three pension$$ plans, A$,$ B$,$ or C$.$ Once an employee decides to join one of these$$ plans, the employee cannot drop the plan or switch to another plan. Past records indicate that each year $16\%$ of the employees elect to join plan$$ A$,9\%$ elect to join plan$$ B$,15\%$ elect to join plan$$ C$,$ and the remainder to not join any plan. $(1)$ In the long$$ run, what percentage of employees will elect to join plans$$ A$,$ B$,$ and$$ C$?(2)$ On$$ average, how many years will it take an employee to decide to join a$$ plan?What $\%$ of employees will elect to join plan A$.($Type and integer or decimal. $($Round to the nearest tenth.$)$

What $\%$ of employees will elect to join plan B$.$

What $\%$ of employees will elect to join plan C$.$

How long will it take on average for an employee to decide to join a plan? $($round to the nearest integer.$)$