Lester B. Pearson Scholarship in Canada 2025 (Fully Funded)
The Lester B. Pearson Scholarship in Canada 2025 is a prestigious and fully funded opportunity for international students seeking to pursue their undergraduate studies in Canada. Named after the former Prime Minister and Nobel Peace Prize laureate, Lester B. Pearson, this scholarship aims to nurture young leaders who demonstrate exceptional academic achievement, leadership potential, and a commitment to making a positive impact on society. With its comprehensive financial support, including tuition, books, accommodation, and living expenses, the scholarship empowers deserving students to focus on their education and personal growth, fostering a diverse and inclusive community at the University of Toronto.
Financial Benefits:
- Full Tuition Fees.
- Books will be Provided.
- Health Insurance During the Program.
- Incidental Allowance
- Full Support During the 4 Years Program.
Available Study Fields :
- Life Sciences
- Engineering
- Computer Science
- Music and Architecture
- Commerce & Management
- Humanities & Social Sciences
- Kinesiology & Physical Education
- Physical & Mathematical Sciences
Eligibility Criteria:
- Candidate Must be an International Student
- Final Year students of Secondary School or have graduated no earlier than June 2024.
- The applicant must be ready to attend the beginning of studies at the University of Toronto in September 2025.
- Candidates must demonstrate exceptional academic achievement, typically represented by their grades and academic records.
- Applicants should possess strong leadership qualities and have demonstrated leadership potential through their involvement in school, community, or extracurricular activities.
- Candidates should exhibit a genuine commitment to making a positive impact in their communities and society as a whole. This can be demonstrated through their previous community service, advocacy work, or initiatives that address social, environmental, or economic challenges.
Timeline:
- The last date for the nominating student is October 11, 2024.
- The last date for the OUAC application is October 18, 2024.
- Student Scholarship Deadline: November 8, 2024.
How to Apply?
- Research and Understand the Scholarship: Thoroughly review the official scholarship website or information provided by the University of Toronto to understand the application process, eligibility criteria, and deadlines.
- Admission to the University of Toronto: Ensure that you have applied for admission to the University of Toronto as an international student and have received an offer of acceptance or have already been admitted to the university.
- Prepare Required Documents: Gather all the necessary documents, which may include academic transcripts, standardized test scores (such as SAT or ACT), reference letters, a personal statement, and any additional documents specified by the scholarship committee.
- Complete the Online Application: Visit the official scholarship website and complete the online application form. Provide accurate and detailed information about your academic achievements, leadership experiences, community involvement, and your commitment to creating positive change.
- Personal Statement: Write a compelling personal statement that highlights your accomplishments, goals, and aspirations. Emphasize how the scholarship will enable you to contribute to society and make a difference in your chosen field of study.
- Submit Required Documents: Upload or submit all the required documents through the online application portal. Ensure that you follow the guidelines and provide all the necessary supporting materials.
- Review and Submit: Carefully review your application to ensure accuracy and completeness. Once you are satisfied with your application, submit it before the specified deadline.
- Await Selection Results: After the application deadline, the scholarship committee will review the applications and select the recipients based on the eligibility criteria and evaluation process. Successful applicants will be notified of their selection.
