Could someone explain me the answer to this. I got this in a quiz and couldn't answer it.
Assume that
- All blocks in a disk are of size 4KB (4096 bytes).
- The top level of an inode is stored in a disk block of size 4KB.
- All file attributes, except data block locations, take up a total of
128 bytes (out of the above 4KB).
- Each direct block address takes up 8 bytes of space and gives the
address of a disk block of size 4KB.
- Last three entries of the first level of the inode point to single,
double, and triple indirect blocks respectively.
Question: What is the largest size of a file that can be accessed through direct block entries of the inode?