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Bsaie Group Of Institutions BCA : Fees, Courses, Eligibility & Admission 2025

LocationFaridabad (Haryana)
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Updated on - Sep 17, 2025 10:26 PM IST

About Bsaie Group Of Institutions BCA

Bsaie Group Of Institutions BCA is a 3 Years year program. To be eligible for the BCA degree program at Bsaie Group Of Institutions, Faridabad, candidates must have completed their 10+2 education from a recognized board with a minimum aggregate of 50%. Additionally, they must have studied Mathematics as a compulsory subject in their 10+2 curriculum. Candidates may also be required to appear for an entrance exam conducted by the institution to assess their aptitude for the program. Meeting these eligibility criteria will enable students to pursue a Bachelor of Computer Applications (BCA) degree at Bsaie Group Of Institutions, Faridabad. The annual fee for BCA is INR 55,410. More details about eligibility criteria, fees, admission process, selection criteria, application fees, how to apply, and important dates for Bsaie Group Of Institutions BCA admission are given below:

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Bsaie Group Of Institutions BCA Fees

Bsaie Group Of Institutions BCA fees is 55,410 INR (Yearly). Bsaie Group Of Institutions BCA admission is offered on the basis of the merit of the qualifying exam.

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Bsaie Group Of Institutions BCA Courses and Fees Details

CourseDurationFees
Bachelor of Computer Applications (B.C.A.)3 Years55410 INR
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Bsaie Group Of Institutions BCA Highlights

The table below lists the key details of Bsaie Group Of Institutions BCA, including its duration, admission process, program type, and available specializations.

ParticularsAdmission Details
Duration3 Years
Program ModeRegular
SpecializationsComputer Application
Duration3 Years
Application FormOnline
Official Websitehttps://anangpuria.com

1 Course is offered by Bsaie Group Of Institutions

Bachelor of Computer Applications (B.C.A.)

Fees (Annual):₹55,410
Duration:3 Years

Bsaie Group Of Institutions BCA Eligibility Criteria

To be eligible for the BCA degree program at Bsaie Group Of Institutions, Faridabad, candidates must have completed their 10+2 education from a recognized board with a minimum aggregate of 50%. Additionally, they must have studied Mathematics as a compulsory subject in their 10+2 curriculum. Candidates may also be required to appear for an entrance exam conducted by the institution to assess their aptitude for the program. Meeting these eligibility criteria will enable students to pursue a Bachelor of Computer Applications (BCA) degree at Bsaie Group Of Institutions, Faridabad.

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Bsaie Group Of Institutions BCA Admission 2025

Admission to the BCA at Bsaie Group Of Institutions is subject to meeting the eligibility criteria. All shortlisted candidates have to complete the Bsaie Group Of Institutions BCA admission process by getting their documents verified and paying the admission fee.

Bsaie Group Of Institutions BCA Application Process

Bsaie Group Of Institutions BCA application form has to be submitted online by visiting the official website. Candidates aspiring to take admission to the BCA course at Bsaie Group Of Institutions have to first check and meet the eligibility criteria and then proceed further with the application process.

Steps to fill Bsaie Group Of Institutions BCA application form:

  • Step 1: Visit the official website of Bsaie Group Of Institutions and click on ‘apply online’.
  • Step 2: Now, you will be redirected to the admission page of Bsaie Group Of Institutions. Complete the registration process and create a profile.
  • Step 3: Fill in all details available in the Bsaie Group Of Institutions BCA application form.
  • Step 4: Now pay the Bsaie Group Of Institutions BCA application fee and click on submit button.
  • Step 5: After the submission, keep a hard copy of Bsaie Group Of Institutions BCA Application Form.

Documents Required for Bsaie Group Of Institutions BCA Admission:

  • Marks sheet of class 10th standard
  • Marks sheet of class 12th standard
  • Transfer certificate (if required)
  • Character certificate
  • Passport-size photographs
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