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B351 Dedication & honesty
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I employ a comprehensive and student-cantered approach to teaching, integrating both traditional and innovative techniques.
The methodology is built upon the following core elements:
Conceptual Understanding:
Active Learning:
Continuous Assessment and Feedback:
The implementation of this methodology has led to a number of positive outcomes:
Increased Student Engagement: Students actively participate in discussions and problem-solving sessions, demonstrating a deeper interest in the subject matter. The interactive nature of the teaching fosters curiosity and critical thinking, allowing students to connect mathematical theories to real-life situations.
Enhanced Concept Mastery: Students show a significant improvement in understanding and applying complex mathematical concepts, evidenced by higher exam scores, better problem-solving abilities, and successful application of learned techniques in research projects.
Improved Academic Performance: Overall, students consistently achieve above-average grades, with many excelling in advanced topics. Their success can be attributed to the balanced approach of conceptual learning, practical application, and ongoing support.
Preparation for Future Careers: Graduates of the course are well-prepared for further academic pursuits, such as Ph.D. programs, or professional careers in mathematics, data science, actuarial science, and related fields. Their strong research background, combined with the hands-on experience of applying mathematical theories, makes them highly competitive in the job market.
This methodology leads to well-rounded, motivated, and highly capable students who demonstrate mastery of both theoretical and practical mathematics, along with a solid foundation in research and critical thinking skills.
The methodology is built upon the following core elements:
Conceptual Understanding:
Active Learning:
Continuous Assessment and Feedback:
The implementation of this methodology has led to a number of positive outcomes:
Increased Student Engagement: Students actively participate in discussions and problem-solving sessions, demonstrating a deeper interest in the subject matter. The interactive nature of the teaching fosters curiosity and critical thinking, allowing students to connect mathematical theories to real-life situations.
Enhanced Concept Mastery: Students show a significant improvement in understanding and applying complex mathematical concepts, evidenced by higher exam scores, better problem-solving abilities, and successful application of learned techniques in research projects.
Improved Academic Performance: Overall, students consistently achieve above-average grades, with many excelling in advanced topics. Their success can be attributed to the balanced approach of conceptual learning, practical application, and ongoing support.
Preparation for Future Careers: Graduates of the course are well-prepared for further academic pursuits, such as Ph.D. programs, or professional careers in mathematics, data science, actuarial science, and related fields. Their strong research background, combined with the hands-on experience of applying mathematical theories, makes them highly competitive in the job market.
This methodology leads to well-rounded, motivated, and highly capable students who demonstrate mastery of both theoretical and practical mathematics, along with a solid foundation in research and critical thinking skills.
Subjects
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Mathematics Intermediate-Expert
Experience
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visiting Lecturer (Nov, 2012–Present) at UOG, Gujrat
Education
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M. Phil (Oct, 2010–Nov, 2012) from M. Phil mathematics
Fee details
Rs1,000–2,000/hour (US$3.60–7.21/hour)
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Gujrat, Punjab, Pakistan
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Can travel:
No
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- Last login: Nov 22
- Registered: Sep 17
- Total Teaching exp: 11.0 yrs.
- Teaches online: Yes
- Online Teaching exp: 3.0 yrs.
- Teaches at student's home: No
- Homework Help: Yes
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Gender: Female
- Works as: Individual teacher
- Speaks: English, Urdu
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Fee:Rs1,000–2,000/hour(USD 3.6–7.21/hour)
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