A system has RAM access time of 10 ns, and average page fault service time of 50 ms. If page faults occur in 2% of all accesses, what is the Mean Effective Access Time? (In ns)
p = 0.02 memory access time = 10ns page fault time = 50ms = 50000000 ns effective access time=(1-p)*memory access time+p*page-fault-time = (1-0.02) * 50000000 + 0.02 * 10 = 49000000.2 ns so, average effective access time is 49000000.2 ns Answer: 49000000.2 nano-seconds.
A system has RAM access time of 10 ns, and average page fault service time of...
Answer the following questions a) If average page-fault service time is 9 milliseconds, a memory access time is 202 nanoseconds, and the page fault rate is 0.2% then what is the effective access time (in nanoseconds) for a demand paging scheme. b) Under what circumstances do page faults occur? Describe the actions taken by the operating system when a page fault occurs.
page faults service time is 20 ms and a memory access time of 50 ns. Calculate the effective access time.
Regarding demand paging, assume an average page fault service time = 25 ms and a memory access time of 100 ns (ms = milliseconds, 1/1000 sec; ns = nanoseconds, 1/1,000,000,000 sec). Calculate the effective access time in ns. Given a page fault rate of 1/1000, calculate the factor by which the computer would be slowed down over not incurring any page fault.
Consider a demand-paging system with a paging disk that has an average access and transfer time of 20 milliseconds. Addresses are translated through a page table in main memory, with an access time of 1 microsecond per memory access. Thus, each memory reference through the page table takes two accesses. To improve this time, we have added an associative memory that reduces access time to one memory reference, if the page-table entry is in the associative memory. Assume that 80...
Consider a demand-paging system in which the replacement of a page takes 20 milliseconds (access time and data transfer). Addresses are translated through a page table in main memory, with an access time of 1 microsecond per memory access. Thus, each memory reference through the page table takes two accesses. To improve this time, a TLB is added to the system to reduces access time to one memory reference, if the page-table entry is in the associative memory. Assume that...
Question # 3 Consider a demand-paged system where the page table for each process resides in main memory. In addition, there is a fast associative memory (also known as TLB which stands for Translation Look-aside Buffer) to speed up the translation process. Each single memory access takes 1 microsecond while each TLB access takes 0.2 microseconds. Assume that 2% of the page requests lead to page faults, while 98% are hits. On the average, page fault time is 20 milliseconds...
Suppose you’re given there is a memory access timeof 356 nanoseconds and an average page-fault servicetime of 5milliseconds.a.If one access out of 100causes a page fault, what will be the Effective Access Time? b.How does this compare to main memory access time?
21. A system has the following characteristics: Memory Access (read/write) : 50ns disk access : 20ms TLB access : 10ns TLB hit ratio : 90% page fault ratio : 5% You may assume that all page faults require a block to be written. For this system, calculate effective memory access time assuming that 2level paging is used. Show your work.
Number Name 3. Assuming no page fault on a page table access, what is the processor memory access time for the system depicted in the above figure, for a physical memory with 50ns read/write times? 4. Now, assume that the memory system has a translation look-aside buffer (TLB). The TLB requires 10 ns to determine a hit or mess. The physical memory system has an access time of 50ns. You may assume that page fault rate for the application is...
(a) A computer system with a cache memory has an average memory access time of TM= 50 ns with a hit ratio of h= 80%. The primary memory access time is TP=120 ns. What is the cache memory access time, TC?