1. The problem statement, all variables and given/known data Give a classification of T(n) as O(f(n)) for a suitable function f in the hierarchy of Big Oh. 2. Relevant equations T(n) = 5 + T(n - 1) (n > 0) *THIS IS PART OF THE RECURRENCE SYSTEM. T(n) = 5 + 5N. *THIS IS THE FORMULA FOR THE TIME COMPLEXITY FUNCTION. WORKED OUT BY SOLVING THE RECURRENCE SYSTEM. 3. The attempt at a solution I've got confused, not sure if I give a classification of the formula that I worked out by solving the recurrence system or of the recurrence system. I think it is the formula T(n) = 5 + 5n. In which case I *think* it's a no brainer because the only term is 5n and so, T(n) = 5n is (O^2) and also it is O(n). Thus T(n) = 5n is of order n. Which means 5n is BIG THETA O(n). Would appreciate ir if someone could verify I'm on the right track with this.