CS fundamentals & GATE · English
How long is Neso Academy’s Theory of Computation?
Neso Academy’s Theory of Computation by Neso Academy is 12h 47m long across 44 videos. Checked against YouTube on November 3, 2026.
- Total length
- 12h 47m
- At 1.5x
- 8h 31m
- At 2x
- 6h 23m
- Videos
- 44
Track your progress through this course
Enter the video you're on to see what's left at your speed. It remembers your place next time.
About this course
Neso Academy’s Theory of Computation course covers finite automata, DFA and NFA, regular expressions, Mealy and Moore machines and Arden’s theorem, in carefully worked short lectures. One of the shortest courses here, so it is realistic to finish in a week of evenings.
- Average video: 17m
- Longest video: 31m — Conversion of Mealy to Moore Machine
- Shortest video: 2m 48s — Theory of Computation (TOC) - Course Announcement
Neso Academy’s Theory of Computation at faster speeds
| Speed | Watch time | Time saved |
|---|---|---|
| 1x | 12h 47m | — |
| 1.25x | 10h 13m | 2h 33m |
| 1.5x | 8h 31m | 4h 15m |
| 1.75x | 7h 18m | 5h 28m |
| 2x | 6h 23m | 6h 23m |
How many days to finish it
Days needed at a fixed daily budget, never splitting a video across two days.
| Daily time | At 1x | At 1.5x | At 2x |
|---|---|---|---|
| 30 min a day | 33 days | 22 days | 15 days |
| 1 hour a day | 15 days | 10 days | 7 days |
| 2 hours a day | 7 days | 5 days | 4 days |
Questions
- How long is Neso Academy’s Theory of Computation?
- Neso Academy’s Theory of Computation is 12h 47m long across 44 videos (checked November 3, 2026). That is 8h 31m at 1.5x speed or 6h 23m at 2x.
- How many days does it take to finish Neso Academy’s Theory of Computation?
- At 1 hour a day at normal speed it takes about 15 days, or 10 days at 1.5x. At 2 hours a day at 1.5x it takes about 5 days. Days are counted without splitting any video across two days.
- Can I keep track of how much of Neso Academy’s Theory of Computation I have left?
- Yes. Open the playlist in the calculator, choose “What’s left” and enter the video you are on. It shows the time remaining at your speed and remembers your place in this browser, so you can pick up where you left off next time.