Indian Air Force has published the AFCAT 2 2021 result on 17 September 2021. The SSB interview for the AFCAT 2 2021 will start soon. Successful candidates can select their AFSB date and venue from the official website once open. AFCAT 2 2021 cut off is 157 marks out of 300 and EKT cut off is 18 marks out of 150.
How to check AFCAT 2 2021 Result
- Visit the official website AFCAT CDAC click here
- Go to candidates login and select AFCAT 2 2021 Cycle
- Enter your login details
- Click on the result link
- You will get your AFCAT 2 2021 scorecard
Cut-Off Marks of Previous Years From 2015-2021
AFCAT | AFCAT Cut Off (Out of 300 Marks) | EKT Cut Off (Out of 150 Marks) |
AFCAT 2 2021 | 157 | 18 |
AFCAT 1 2021 | 165 | 30 |
AFCAT 2 2020 | 155 | 40 |
AFCAT 1 2020 | 153 | 40 |
AFCAT 2 2019 | 142 | 50 |
AFCAT 1 2019 | 133 | 50 |
AFCAT 2 2018 | 140 | 55 |
AFCAT 1 2018 | 155 | 60 |
AFCAT 2 2017 | 160 | 60 |
AFCAT 1 2017 | 150 | 60 |
AFCAT 2 2016 | 148 | 60 |
AFCAT 1 2016 | 132 | 52 |
AFCAT 2 2015 | 144 | 52 |
AFCAT 1 2015 | 126 | 55 |
![AD 72890.jpg AFCAT ADMISSIONS](data:image/jpeg;base64,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AFCAT Exam Classroom Course Fee Structure
AFCAT Exam Classroom Class for AFCAT-02 2021Fee: ₹23,600 Click here to enroll
AFCAT Exam Online Course Fee Structure
AFCAT Exam Online Class for AFCAT-02 2021Fee: ₹16,500/- Click here to enroll
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