GATE-22 Chemical paper Analysis
- The GATE 2022 for Chemical engineering was conducted by IIT Bombay. This is a paper analysis of (morning 9.30 am To 12.30 pm).
| 1 marker | 2 marker | Total Questions | |
| Number Of MCQ: | – | – | 41-43 |
| Number of NAT: | – | – | 18-20 |
| Number of MSQ | – | – | 4 |
The spread of the questions was as follows:
| Subjects | 1 Mark | Difficulty level | 2 Marks | Difficulty level | Total Marks | Difficulty |
| General Aptitude | 5 | Easy | 5 | Easy | 15 | Easy |
| Engineering Mathematics | 5 | Easy | 4 | Easy | 13 | Easy |
| Chemical Reaction Engineering | 3 | Easy | 4 | Tough | 11 | Medium-Tough |
| Chemical Technology | 1 | Easy | 3 | Easy | 7 | Easy |
| Chemical Thermodynamics | 2 | Medium | 3 | Tough | 8 | Medium-Tough |
| Fluid Mechanics | 2 | Medium | 4 | Tough | 10 | Medium-Tough |
| Heat Transfer | 3 | Easy | 3 | Easy | 9 | Easy |
| Instrumentation and Process Control | 3 | Easy | 3 | Medium | 9 | Easy-Medium |
| Mass Transfer | 2 | Easy | 3 | Easy | 8 | Easy |
| Mechanical Operations | 1 | Easy | 1 | Easy | 3 | Easy |
| Plant Design and Economics | 2 | Easy | 1 | Easy | 4 | Easy |
| Process Calculations | 1 | Easy | 1 | Easy | 3 | Easy |
| Total | 30 | 35 | 100 |
- General Aptitude: Grammar, geometry, profit loss, discount, Probability
- Engineering Mathematics: Differential Equation, Laplace Transform, Vector Differentiation, Runge-Kutta Method of order -2
Cut off expected:
| Rank Range | Cut off Marks out 100 |
| 1-10 | 80 – 90 |
| Good Score to get Top 5 IITs | 60 – 70 |
| GATE cut off: | 35-37 |