Skip to main content

See what matches your child

Matched to class, interests & skills

competitionVerifiedAcademic Excellence

Techfest Olympiad by IIT Bombay (TFO)

by Indian Institute of Technology Bombay (IIT Bombay)

Mode

In-Person

Eligibility

Class 8–10

Fee

Free

Duration

Multi-stage competition held over several weeks.

About This Opportunity

The Techfest Olympiad (TFO), organized by the Indian Institute of Technology Bombay (IIT Bombay), is a prestigious national competition designed to identify and nurture young talent in science and technology. It provides a platform for students to apply their scientific knowledge and practical problem-solving abilities in a competitive environment, challenging them against the brightest minds from across the country.

This Olympiad is open to students enrolled in grades 8, 9, and 10 from any recognized school in India, with participation on an individual basis. The competition is structured in multiple stages, starting with zonal qualifiers and culminating in a grand finale at the IIT Bombay campus during the annual Techfest event, where finalists may undergo interviews and Q&A sessions with IIT Bombay experts.

Eligibility

Grade Level
Class 8–10
Age Range
13 - 16 years
Location
Nationwide

Eligibility: Open to students in grades 8, 9, and 10. Requirements: Must be enrolled in a recognized school anywhere in India. Format: Participation is on an individual basis.

Does your child qualify?

WiWit checks eligibility against your child's class, age, and location — and finds more opportunities like this one.

Benefits

  • Win cash prizes worth up to ₹40,000.
  • Receive a Certificate of Excellence from IIT Bombay.
  • All participants get a Certificate of Participation.
  • Top 3 students are invited to the IIT Bombay campus for the final round.
  • Develop logical thinking and problem-solving abilities.
  • Compete with the brightest students from across the country.
  • Gain national-level recognition for your talents.

Academic Details

SciencePhysicsChemistryBiologyMathematicsLogical Reasoning

Difficulty: Mixed Levels

Share with other parents

Is this the right fit for your child?

WiWit matches opportunities to your child's class, interests, and skills — not a generic list. Save this and get reminders before the deadline closes.

Provider

Indian Institute of Technology Bombay (IIT Bombay)

View Provider

Categories

Science FairsScience OlympiadsEnvironmental ScienceSkill DevelopmentSoft SkillsProblem SolvingCritical ThinkingLogical Reasoning

WiWit

Don't miss what your child actually qualifies for

There are hundreds more opportunities like this one. WiWit matches them to your child's class, interests, and skills — so you find the right ones without searching through everything.

  • Matched to your child's class, age, and interests
  • Deadline reminders so you never miss registration
  • Every opportunity verified before it's listed

Related Opportunities

Scholarship

Akshaya Patra Foundation Scholarship Program

by The Akshaya Patra Foundation

Akshaya Patra’s scholarship begins from Class 11 and continues through Class 12 up to graduation. Students are selected on a merit-cum-need basis, ensuring long-term, uninterrupted educational support.

👶For children ages 16–18
🏠Join from home
💰Registration fee applies
Scholarships & Awards
Scholarship

Digjyoti Scholarship

by Digjyoti Educational Trust

Annual scholarship for meritorious orphan, distressed, and differently-abled students entering Class 11 (+2) in India.

👶For children ages 15–18
📍In-person event
💰Free to participate
Scholarships & Awards
Scholarship

National Means-cum-Merit Scholarship Scheme (NMMSS)

by Department of School Education and Literacy, Ministry of Education, Government of India

NMMSS offers ₹12,000 annually to meritorious students from economically weaker sections in India, supporting their education from Class 9 to 12 in government and aided schools.

👶For children ages 13–14
📍In-person event
💰₹Not Specified registration

What your child could gain:

ReasoningCritical thinkingProblem solving