Bihar Teacher Recruitment Examination 2026: Key Updates and Application Details
BPSC TRE 4.0 Recruitment 2026: Important Announcement
Bihar Teacher Recruitment Examination (TRE) 4.0: A significant update has emerged for those aspiring to become teachers in Bihar. The Bihar Public Service Commission (BPSC) has issued a revised notification regarding the Bihar Teacher Recruitment Examination (TRE) 4.0. This announcement includes a new timeline for the application process, which is set to commence on September 25 and will remain open until October 26. The application procedure will be conducted online.
Detailed Application Schedule for BPSC TRE 4.0
New Application Timeline:
- Online application process begins: September 25
- Online fee payment starts: September 25
- Deadline for online fee payment: October 25
- Final date for application submission: October 26
Steps to Apply for BPSC TRE 4.0 Recruitment
Application Process:
- Visit the official BPSC website.
- Click on the TRE 4.0 link or the advertisement number on the homepage.
- A new page will open; complete the registration process.
- After registration, log in and fill out the application form.
- Provide the necessary personal and educational information.
- Upload required documents and certificates.
- Pay the application fee.
- Review all details before submitting.
- Click 'Submit' to finalize your application.
Total Teacher Vacancies Under BPSC TRE 4.0
A total of 32,388 teachers will be recruited through the Bihar TRE 4.0, with the majority—over 16,000 positions—allocated for the senior secondary level (Classes 11 and 12).
Vacancies by Class Level:
- Classes 1 to 5: 3,847 posts
- Classes 6 to 8: 8,563 posts
- Classes 9 to 10: 3,877 posts
- Classes 11 to 12: 16,101 posts
Exam Format for BPSC TRE 4.0
Single Phase Examination:
Initially, the BPSC TRE 4.0 was planned to be conducted in two phases, but due to candidate feedback, it will now take place in a single phase. The examination will consist of a written test worth 150 marks, featuring 150 multiple-choice questions. Candidates will have 2 hours and 30 minutes to complete the exam.