Paging. Use paging$-$linear$-$translate.py to answer the following.Exercise $10.$ use the simulator to study how linear page tables change size given different parameters. Compute the size of linear page tables as different parameters change. Some suggested inputs are below; by using the $-$v flag, you can see how many page$-$table entries are filled.First, to understand how linear page table size changes as the address space grows, run with these flags:$-$P $1$k $-$a $1$m $-$p $512$m $-$v $-$n $0-$P $1$k $-$a $2$m $-$p $512$m $-$v $-$n $0-$P $1$k $-$a $4$m $-$p $512$m $-$v $-$n $0-$ As the address space grows, the page table size will increase linearly. Each new page in the address space requires one new page table entry.python paging$-$linear$-$translate.py $-$P $1$k $-$a lm $-$p $512$m $-$v $-$n $0$python paging$-$linear$-$translate.py $-$P $1$k $-$a $2$m $-$p $512$m $-$v $-$n $0$Exercise $11.$ To understand how linear page table size changes as page size grows, repeat Exercise $10$ with the following parameters.$-$P $1$k $-$a $1$m $-$p $512$m $-$v $-$n $0-$P $2$k $-$a $1$m $-$p $512$m $-$v $-$n $0-$P $4$k $-$a $1$m $-$p $512$m $-$v $-$n $0$python paging$-$linear$-$translate.py $-$P lk $1$m $-$p $512$m $-$v $-$n $0$python paging$-$linear$-$translate.py $-$P $2$k $-$a $1$m $-$p $512$m $-$v $-$n $0-$P $4$k $-$a $1$m $-$p $512$m $-$v $-$n $0-$ As the page size grows, the page table size will decrease. Larger pages mean each page table entry maps a larger region of memory, so fewer entries are needed.Exercise $12.$ Let us analyze the expected trends. How should page$-$table size change as the address space grows? How about as the page size grows? Why should we not use big pages in general?Exercise $13.$ Which of these parameters are unrealistic? Why?$-$P $8-$a $32-$p $1024-$v $-$s $1-$P $8$k $-$a $32$k $-$p $1$m $-$v $-$s $2-$P $1$m $-$a $256$m $-$p $512$m $-$v $-$s $3$Exercise $14.$ Can you find the limits of where the program doesnt work anymore? For example, what happens if the address$-$space size is bigger than physical memory?