Question

A new algorithm MaxPack for optimally packing furniture in a transportation container claims to have worst case complexity O(n2 log n), where n is the number of items to be packed. From this, we can conclude that: For every sufficiently large n, for every input of size n, MaxPack requires time proportional to n^2 log n. For some n, for every input of size n, MaxPack requires time proportional to n^2 log n. For every sufficiently large n, every input of size n can be solved by MaxPack within time proportional to n2 log n. For every sufficiently large n, there is an input of size n for which MaxPack requires time proportional to n2 log n

Answer 1

For the condition of, MaxPack for the optimally packing furniture in a transportation contained that have the O(n2 log n) complexity in the worst case scenario then, the answer will be –

For every n, every input of size n can be solved by MaxPack within time proportional to n2 log n.