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GATE CSE File Systems PYQs

Standard yield12.5% of Operating Systems

File systems and secondary storage in GATE CS are predominantly tested through numerical calculation problems (NAT/MCQ) involving disk geometry, timing analysis… Read the guide

Questions
14
Asked
since 2011
Total marks
24
Marks / paper
1

14 GATE CSE File Systems PYQs with solutions, from Operating Systems. Browse all GATE CSE PYQs.

Questions

Every official paper that asked this topic, newest first.

What GATE tests in File Systems

Concepts, patterns, formulas and traps distilled from past papers.

File systems and secondary storage in GATE CS are predominantly tested through numerical calculation problems (NAT/MCQ) involving disk geometry, timing analysis, and block allocation schemes. The questions focus on low-level mechanics: rotational latency, seek time, track transfer overhead, inode/FAT/linked pointer calculations, free space management, and disk scheduling algorithms. A smaller subset tests conceptual directory operations and allocation fragmentation properties.

Core concepts

  • Magnetic disk geometry: Platters, surfaces, cylinders, tracks, and sectors
  • Disk access time components: Seek time, rotational latency, and transfer time
  • Disk scheduling policies: FCFS, SSTF, SCAN, C-SCAN, LOOK, C-LOOK
  • File allocation methods: Contiguous, Linked list, FAT, and Multi-level Indexed (inode)
  • Directory representations: Linear list vs hash table and operational complexity (create, delete, rename, open)
  • Free-space management: Bitmaps (bit vectors), Linked lists, and Grouping/Counting
  • Internal and External fragmentation in secondary storage allocation
  • Disk block caching and average read/write latency

Recurring question patterns

  • Magnetic Disk Timing & Access Calculation

    CommonNAT2 marks2026, 2024, 2015, 2011

    Given rotational speed (RPM), seek time (fixed or per track distance), sector count per track, and sector size, compute the total access/transfer time to read randomly located sectors or contiguous blocks across multiple cylinders/tracks.

  • File Allocation Data Structure Overhead & Capacity

    CommonNAT2 marks2026, 2025, 2014, 2012

    Calculations involving file system data structures like direct/single/double indirect pointers (UNIX inode-style), File Allocation Tables (FAT), or linked allocations with embedded pointers to find maximum file size, internal fragmentation, or metadata table size.

  • Disk Head Scheduling and Traversal

    OccasionalNAT1 marks2014

    Evaluating disk scheduling algorithms (SSTF, FCFS, SCAN, C-SCAN, LOOK) given an initial head position and a queue of cylinder requests to determine total head movements or the service order of a specific request.

  • Contiguous Addressing & Sector Mapping

    OccasionalMCQ2 marks2013

    Mapping multi-dimensional cylinder/surface/sector tuples into linear disk offsets or determining the final sector/cylinder coordinates for a file stored contiguously.

  • File Allocation & Directory Operations Conceptual

    Commonmixed1.5 marks2022, 2021, 2017

    Comparing properties of file allocation schemes (Contiguous, Linked, Indexed) regarding fragmentation, disk read/write costs for modifications (insertion/deletion), or linear directory search requirements.

Formulas GATE uses

Rotation Time and Latency

Trot=60RPM s,Tlat=Trot2T_{\text{rot}} = \frac{60}{\text{RPM}} \text{ s}, \quad T_{\text{lat}} = \frac{T_{\text{rot}}}{2}

Used to find the time for one full disk revolution and average rotational latency.

Sector Transfer Time

Ttrans=TrotSectors per TrackT_{\text{trans}} = \frac{T_{\text{rot}}}{\text{Sectors per Track}}

Used when computing the precise transfer time for a single sector.

Total Disk Access Time per Random Sector

Taccess=Tseek+Tlat+TtransT_{\text{access}} = T_{\text{seek}} + T_{\text{lat}} + T_{\text{trans}}

Used to compute total file access time across NN independently/randomly placed sectors.

Index Block Capacity (Indirect Addressing)

Nptrs=⌊Block SizePointer Size⌋N_{\text{ptrs}} = \left\lfloor \frac{\text{Block Size}}{\text{Pointer Size}} \right\rfloor

Used to find addressable data blocks from single, double, or triple indirect pointers.

Free List Block Capacity

Nentries=⌊Block Size−Link Pointer SizeBlock Number Size⌋N_{\text{entries}} = \left\lfloor \frac{\text{Block Size} - \text{Link Pointer Size}}{\text{Block Number Size}} \right\rfloor

Used to determine how many free block IDs fit into linked free list blocks.

Average Memory/Disk Access Time with Cache

Tavg=(1−m)Tcache+mTdiskT_{\text{avg}} = (1 - m) T_{\text{cache}} + m T_{\text{disk}}

Used to calculate required cache miss rates or target latencies for in-memory block caches.

Examiner traps in File Systems

  • Neglecting per-sector transfer time (Ttrans) when computing total access time for random reads unless explicitly stated as negligible.
  • Confusing base-10 metrics (MB = 106 bytes) with binary metrics (MiB = 220 bytes); always follow problem specifications.
  • Forgetting to subtract pointer sizes (e.g., 4 bytes for next pointer) from block capacity when computing usable data capacity in linked allocation.
  • Ceiling vs floor errors when calculating the number of blocks needed to hold remaining file fragments or free lists.
  • Assuming deletion/opening in linear directory lists requires a full scan; full scan is strictly required when verifying uniqueness (creation/renaming).
  • Failing to account for read-and-write cycles when shifting blocks during insertions in contiguous allocation.

How questions are asked

  • Compute total access/read time given RPM, seek time, track layout, and number of random/contiguous sectors
  • Compute maximum file size supported by an inode / multilevel index configuration
  • Determine number of blocks or bytes lost to internal/external fragmentation
  • Calculate disk head movements or request service count in SSTF / SCAN scheduling
  • Find number of blocks required to store free lists or FAT overhead
  • Conceptual MSQ on directory traversal overheads or allocation scheme tradeoffs

Paper trends

  • Shift from simple single-step MCQs to multi-step NAT questions requiring exact arithmetic with conversions between SI decimal (10610^6) and binary units (210,2202^{10}, 2^{20}).

    2026, 2025, 2024, 2014

  • Increased focus on detailed memory/block-level pointer accounting (such as linking overhead per data block, free block numbering structures, and internal fragmentation byte calculations).

    2026, 2025, 2022

  • Introduction of MSQ and multi-criteria questions to test operational implications of directory implementations and file allocation schemes.

    2021

Difficulty notes

Easy questions are straightforward disk scheduling steps (SSTF order) or 1-step rotational latency formulas. Medium questions involve multi-stage calculations such as chained track seek sequences, inode multilevel pointer tree summation, linked allocation internal fragmentation arithmetic, or free-space block sizing with sub-byte or boundary conversions.