Question: Assume you have a page reference string for a process with F frames ( initially all empty ) . The page reference string has length

Assume you have a page reference string for a process with F frames (initially all empty). The page reference string has length L with D distinct page numbers o XW14 ccurring in it. For any page-replacement algorithm, assuming pure demand paging. (Give answer in terms of F L D or formula using them) a) What is the lower bound on the number of page faults? b) What is the upper bound on the number of page faults?

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