Final answer:
If the expected bucket length is L, then insert, find, remove will have expected running time that is O(L).
Step-by-step explanation:
The statement is true. If the expected bucket length in a data structure is represented by L, then the expected running time for insert, find, and remove operations will be O(L). This means that the running time of these operations is proportional to the length of the buckets in the data structure.
For example, let's consider a hash table where each bucket contains a linked list of elements. If the expected bucket length is L, then the average number of comparisons needed to find an element in the hash table is proportional to L. Similarly, the average number of comparisons needed to insert or remove an element is also proportional to L. Therefore, the expected running time for these operations is O(L).