In $n$-bit $2$'s complement representation, the range of signed integers is:
$-2^{n-1}$ to $2^{n-1}-1$
Here,
$n=8$
So, range is:
$-2^{7}$ to $2^{7}-1$
$=-128$ to $127$
Therefore, the minimum negative integer value is $-128$.
A hard drive system has $2$ circular disks with a total of $4$ surfaces. The disk has $5000$ tracks, each with $2000$ sectors. How many sectors can be read without the reading head having to make a mechanical movement?
Without mechanical movement of the reading head, the system can read sectors from the same cylinder.
A cylinder consists of the same track number across all surfaces.
Given:
Number of surfaces $=4$
Sectors per track $=2000$
So, sectors readable without head movement:
$4\times 2000=8000$
A computer has $16GB$ of RAM. It typically needs to support $100$ processes, each of which require an average of $100MB$. Will this computer benefit from a Virtual Memory system? Choose the correct option and reasoning below.
Total memory required by $100$ processes is:
$100\times 100MB=10000MB$
$10000MB\approx 10GB$
Since the computer has $16GB$ RAM, total required memory is less than available RAM.
But Virtual Memory is still useful because it provides memory isolation and protection across different processes.
Each process gets its own virtual address space, which helps prevent one process from directly interfering with another process.
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Syllabus, Notification
and More.