Menu

About us
Event
Participate
News & Views
Gallery

Instagram Youtube

Ri-login-circle-line

Instagram Youtube

Ri-login-circle-line

About us
Event
Participate
News & Views
Gallery

Youth Eco Summit proudly present the participation certificate to:

Manvi Mohta 8C of Scottish High International School Gurgaon

In 2013, a visionary endeavor took flight under the banner of Bajaj Foundation, guided by a profound yet elegantly simple belief – “Ek Sansaar Ek Parivaar.” Duly registered under the aegis of the Ministry of Corporate Affairs (MCA) in accordance with Section 8, this foundation embarked on a mission to shape a future where the profound essence of human existence thrives and communities find themselves imbued with newfound empowerment. Focusing on the welfare of children, animals, and the environment, the foundation embodies the values of compassion and responsibility towards all living beings.

In 2013, a visionary endeavor took flight under the banner of Bajaj Foundation, guided by a profound yet elegantly simple belief – “Ek Sansaar Ek Parivaar.” Duly registered under the aegis of the Ministry of Corporate Affairs (MCA) in accordance with Section 8, this foundation embarked on a mission to shape a future where the profound essence of human existence thrives and communities find themselves imbued with newfound empowerment. Focusing on the welfare of children, animals, and the environment, the foundation embodies the values of compassion and responsibility towards all living beings.

Stay Updated with Our Newsletter 

Join our community to receive the latest news, updates, and information directly in your inbox.

Email Address *

Take action 

Menu

About us
Event
Participate
News & Views
Gallery

Instagram Youtube

Copyright © 2025 all rights reserved

Contact us

Fill in the form we will get back to you:

First Name *

Last Name *

Email Address *

Contact Number *

Let us know your query

Security Verification

For security purposes, please solve this simple puzzle to verify you are human before sending an OTP.

Puzzle Question

=