Dynamic Programming Questions Medium
The time complexity of the Dynamic Programming approach for solving the Rod Cutting problem is O(n^2), where n is the length of the rod. This is because the problem can be solved using a bottom-up approach, where we calculate the maximum value for each possible length of the rod from 1 to n. In order to calculate the maximum value for a particular length, we need to consider all possible cuts and their corresponding values. Since there are n possible lengths and for each length we consider all possible cuts, the time complexity becomes O(n^2).