Question: Let L be a dynamic list implemented as an array A. Initially the size of A is 1. Pushing an element to L is equivalent

Let L be a dynamic list implemented as an array A. Initially the size of A is 1. Pushing an element to L is equivalent to adding an element to the end of the array. Once A is filled up, a new array A is initialized, with a size that is double of array A, and all the contents of the earlier array A will be transferred to the new array. What is the size of array A if 24 elements are already in it? If the array A has n elements, what is the worst case complexity of inserting an element in the list? What is the amortized cost of inserting an element into the dynamic list

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