Allen, Kota: Courses & Fees 2025

Vigyan Nagar, KotaEstd 2001CoachingJEE Main

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NEET One Year Course for Droppers & Repeaters - Regular (Ex- Allen Students)

Per Year:₹1,42,000 - ₹1,49,000

1 Year Regular Classroom ProgramsFull Time

Fees Details

Details

Statistics

Fees Mode

Offline/ Online

Total Fees

Rs. 1,42,000 - Rs. 1,49,000

Lumpsum/ One time fees

Rs. 1,42,000

Installment Details

1st Installment	2nd Installment
Rs. 97,000	Rs. 52,000

Installment Dates

Commencement Date	Last Date for Lumpsum Fees	Last Date of 1st Installment	Last Date of 2nd Installment	Last Date of First Refund	Last Date of Last Refund
10/04/2025	08/04/2025	08/04/2025	24/004/2025	24/004/2025	09/05/2025

Refund Details

Amount Deductible in First Refund	Amount Deductible in Second Refund
Rs. 22,500	Rs. 45,000

Scholarship

Available up to 90% (For HBCSE Olympiad OCSC Stage Physics/Chemistry/Biology/ Astronomy/Jr.Science/Mathematics Qualified Students & Medalist)

Course Details

Particulars	Course Details
Duration	1 Year
Batch Start Date	10/04/2025
Study Materials	Allen will provide the modules of each & every chapter
Subjects Covered	Physics, Chemistry, Biology
Coaching for	NEET

Policy (Transfer/course changing)

Particulars	Upto 15 Days	16-30 Days	31-45 Days
Course Change	Rs. 1,500	Rs. 6,000	Rs. 10,000
Phase Change	Rs. 1,500	Rs. 6,000	Rs. 10,000
Stream Change	Rs. 1,500	Rs. 6,000	Rs. 10,000
Study Center Change	Rs. 1,500	Rs. 6,000	Rs. 10,000

Why Should You Join This Course?

Comprehensive study materials that are prepared by the experts
Hi-tech classrooms with world class PA systems
Experienced faculty who are always updated with the present competitive exam pattern
Intensive Classroom session for concept strengthening
Optimal Batch size for individual attention for each students
Extensive Coverage of the Boards and other competitive exams syllabus
Regular doubt solving sessions are organized specially for those who require more attention
Unit Test, Board Pattern Test Series, Score Test, Score Advanced Tests are organized on regular basis