What is CSEEL and what does it offer?

CSEEL (Center for Scientific Exploration and Experiential Learning) is a premier Indian STEM educational initiative offering hands-on science experiments, 3D live laboratory simulations, curriculum-aligned project kits, teacher training workshops, and national science conclaves aligned with NEP 2020.

How does CSEEL support NEP 2020 experiential learning?

CSEEL shifts education from rote memorization to active inquiry and hands-on experimentation. Students observe, build, analyze, and apply scientific concepts to real-world challenges, developing critical thinking and scientific temper as envisioned by NEP 2020.

What subjects and classes are covered in CSEEL simulations and experiments?

CSEEL provides comprehensive physics, chemistry, biology, environmental science, and applied robotics experiments and virtual simulations for students from Class 6 through Class 12, mapped to CBSE, ICSE, and state curricula.

How can schools, educators, and students access CSEEL programs?

Institutions, teachers, and students can explore live simulations, order DIY lab kits, register for national seminars, and join the CSEEL EduNetwork by visiting https://www.cseel.org.

NEP 2020 • VISUAL & EXPERIENTIAL MATHEMATICS

Math You Can Visualize.
Geometry, Algebra & Data in Action.

Visualize • Model • Prove

Transform abstract formulas into interactive 3D spatial models. Explore conic sections, trigonometry, calculus, and probability through experiential kits.

Explore Labs View Experiments

NEP 2020 • 3D SPATIAL GEOMETRY & TRIGONOMETRY

Shapes, Vectors & Theorems.
Hands-On Geometric Proofs.

Construct • Measure • Deduce

Unpack coordinate geometry, surface areas, and Pythagorean triples with manipulatives that turn theorems into intuitive reality.

Explore Labs View Experiments

Showing 2 of 2 Mathematics & Logic Experiments

NEP 2020 Hands-On Curriculum

3D Origami Polyhedra & Euler Formula Verification

30 Mins

Topology & Polyhedral Geometry

3D Origami Polyhedra & Euler Formula Verification

Construct Platonic Solids and Prove V - E + F = 2

#Geometry#Origami#Topology

Middle (6-8)

Monte Carlo Pi (π) Estimation with Buffon Needle Drops

30 Mins

Probability & Statistics

Monte Carlo Pi (π) Estimation with Buffon Needle Drops

Compute Transcendental Pi through Pure Random Probability

#Probability#Pi#Statistics

Secondary (9-10)

Projectokart Hardware Lab Kits

Get Physical DIY Experiment Kits for Mathematics & Logic

Order complete lab kits with pre-measured non-toxic reagents, electronic sensors, optical prisms, and ATL tinkering components delivered directly to your school or home.

Browse Projectokart Catalog Bulk School Lab Quotation

100% Pre-calibrated

NEP 2020 Teacher Manuals

Instant Pan-India Dispatch