Task A$-23($Virtual Memory, $5$ points$)$A computer has a physical memory of $4$ pages with $100$ storage locations each. The virtual memory comprises $12$ pages and is mapped to blocks $50,.,61$ of the hard drive.Tiles inphysical memoryVirtual memory$($page table$)0$Blocks on the hard drive$495051$A MA DSDNE$6162$Specify which physical addresses the following sequence of logical addresses $($in virtual memory$)$ will be mapped to:$335,68,159,266,115,457,939,531,411,321,115,1066.$For each of these accesses, specify which blocks of disk are copied to which tile of physical memory $($and$/$or vice versa$)$ and what the page table looks like. To do this, assume that the LRU $($least recently used$)$ strategy is used: If a tile of physical memory needs to be evicted because there is no more space, then the tile that has not been accessed in the longest time is chosen. If there are still free tiles available, the one with the smallest number is taken.You can find a template of the image above on Moodle.