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Discrete Mathematics Unveiled: A Journey into Logical Structures and Algorithms

"Unlocking the Secrets of Discrete Mathematics: A Comprehensive Course

Welcome to 'Discrete Mathematics Unveiled,' a transformative class that takes you on a captivating journey through the intriguing realm of logical structures, algorithms, and discrete mathematical concepts.

In this course, you will:

1. Logic and Proof Techniques: Delve into the world of propositional and predicate logic, mastering proof techniques that form the backbone of rigorous mathematical reasoning.

2. Set Theory and Relations: Explore the foundations of set theory and relationships, understanding how these concepts are fundamental to various areas of computer science, cryptography, and beyond.

3. Combinatorics: Navigate through combinatorial mathematics, covering permutations, combinations, and counting techniques essential for solving problems in diverse fields.

4. **Graph Theory:** Uncover the fascinating world of graphs and networks, studying their properties and applications in real-world scenarios such as computer networks and social networks.

5. Algorithms and Complexity: Learn about fundamental algorithms, algorithmic analysis, and the concept of computational complexity, laying the groundwork for efficient problem-solving in computer science.

6. Applications in Computer Science: Discover how discrete mathematics plays a crucial role in computer science, cryptography, and information technology, providing the theoretical framework for designing robust algorithms and systems.

Through interactive sessions, practical exercises, and real-world applications, you will gain a deep understanding of discrete mathematical concepts and their significance in various fields. Whether you are a computer science enthusiast, a budding mathematician, or someone seeking a solid foundation in logical reasoning and problem-solving, this course is designed to broaden your horizons and equip you with the tools to excel in the world of discrete mathematics.

Join us and unravel the elegance of discrete mathematics, where precision meets creativity and logical thinking becomes your greatest asset!"

Location

Online via webcam

General info

suitcase iconSkills:
Age:
Children (7-12 years old)
Teenagers (13-17 years old)
Adults (18-64 years old)
Seniors (65+ years old)
Student level:
Beginner
Intermediate
Advanced
Duration:
60 minutes
The class is taught in:English, Urdu, Hindi

About Me

You will surely be an expert in the subject matter after my tutoring sessions. I always teach from the basics and then move on to an advanced level of the topic.


I use online whiteboards for teaching with communication applications. You will never get bored during my sessions because I like to be friendly and keep my student's interest in the lecture

Education

I have done MS Mathematics from Comsats University Islamabad with 3.56 CGPA / 4.00 CGPA . And i have firm believe that no one is perfect but practice make a man perfect

Experience / Qualifications

I do have,


->Strong basics

->Online Teaching experience

->Flexible Timing

->Interesting Teaching Methods

->Having the skill of engaging students with me to keep their focus

->Acknowledgment of the understanding level of each student

->Motivation, dedication, and hard work


Your subject is important to me and I believe in commitment.


So what is stopping you to get better grades? Message me and I am always available to help you out.


Looking Forward to working with you.
Regards
Tauqeer
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"Mathematics for Every Student: A Comprehensive Journey from Foundation to Mastery Welcome to a transformative mathematics program designed to cater to students aged 5 to 24 years old, fostering a lifelong love for numbers and problem-solving. Our inclusive curriculum is tailored to meet the diverse needs and learning styles of students at different stages of their mathematical journey. **Program Highlights:** 1. Foundational Mathematics (Ages 5–10): Build a strong mathematical foundation through interactive and engaging activities. Explore basic arithmetic, number sense, and problem-solving skills in a fun and accessible way. 2. Intermediate Mathematics (Ages 11–14): Dive into more advanced topics, including pre-algebra and basic geometry. Foster critical thinking and logical reasoning through hands-on projects and collaborative learning. 3. Advanced Mathematics (Ages 15–18): Tackle algebra, geometry, and trigonometry with a focus on real-world applications. - Develop problem-solving skills and mathematical reasoning to excel in academic pursuits. 4. Preparation for Higher Education (Ages 19-24): Explore calculus, statistics, and other advanced topics essential for higher education and career readiness. Engage in practical applications, preparing for success in diverse fields such as science, technology, engineering, and mathematics (STEM). Key Features: Individualized Learning Paths: Tailored instruction to accommodate various learning styles and paces. Interactive Lessons: Engage in hands-on activities, projects, and real-world applications to enhance understanding. Qualified Instructors: Learn from experienced educators dedicated to fostering a positive and supportive learning environment. Holistic Development: Beyond mathematical skills, the program emphasizes critical thinking, problem-solving, and a passion for lifelong learning. Whether your child is just beginning their mathematical journey or preparing for advanced studies, our program aims to instill confidence, curiosity, and a solid foundation in mathematics. Join us on this exciting adventure, where mathematics becomes a lifelong companion on the path to academic and personal success!"
"Unveiling the Power of Algebra: A Comprehensive Course in Equations and Expressions Welcome to 'Algebraic Prowess,' an enriching journey into the realm of algebra where numbers and letters come together to unlock the secrets of mathematical expression. In this dynamic course, you will: 1. Foundational Understanding: Develop a solid foundation in algebraic concepts, including equations, variables, and expressions, laying the groundwork for more advanced mathematical thinking. 2. Problem-Solving Mastery: Hone your problem-solving skills by navigating through a variety of algebraic challenges, fostering critical thinking and analytical prowess. 3. Equation Manipulation: Learn the art of manipulating equations and expressions, mastering techniques to simplify, factor, and solve equations with confidence. 4. Real-World Applications: Explore practical applications of algebra in everyday scenarios, illustrating how these mathematical principles are relevant in various fields. 5. Interactive Learning: Engage in interactive sessions that make learning algebra enjoyable and accessible, ensuring a deep understanding of abstract concepts through hands-on activities. 6. Personalized Instruction: Benefit from personalized guidance tailored to your learning pace and style, ensuring that you grasp algebraic concepts thoroughly. Whether you're a student aiming for academic excellence, a professional seeking to enhance problem-solving skills, or an enthusiast eager to unravel the beauty of algebra, this course is your gateway to algebraic mastery. Join us on this mathematical adventure, where equations become your allies and expressions transform into tools for solving real-world challenges!"
"Embark on a Mathematical Odyssey: A Trilogy of Calculus Excellence Calculus I: Foundations of Differentiation and Integration Dive into the fundamental principles of calculus as we explore the core concepts of differentiation and integration. From understanding limits to mastering the rules of derivatives and integrals, this course lays the groundwork for your journey into the world of mathematical analysis. Calculus II: Advanced Techniques in Integration and Series Take your calculus skills to the next level with an exploration of advanced integration techniques and infinite series. Delve into methods such as integration by parts, partial fractions, and Taylor series, unlocking the tools to solve complex mathematical problems with precision and finesse. Calculus III: Multivariable Calculus and Vector Analysis Elevate your mathematical expertise to new heights with Multivariable Calculus and Vector Analysis. Uncover the intricacies of functions with multiple variables, explore the geometry of three-dimensional space, and master vector analysis. This course opens doors to understanding the dynamics of surfaces, curves, and vector fields. In each phase of this trilogy, you will experience: Rigorous Theory: Gain a deep theoretical understanding of calculus concepts, laying a strong foundation for advanced studies. **Practical Applications: Explore real-world applications of calculus, from physics and engineering to economics and beyond, demonstrating the versatility and power of these mathematical tools. **Interactive Learning: Engage in interactive sessions, problem-solving exercises, and applications that make the learning experience dynamic and enjoyable. Whether you are a student gearing up for advanced studies, a professional seeking to apply calculus in your field, or an enthusiast passionate about mathematical exploration, this trilogy is your gateway to mastering the elegance and utility of calculus. Join us on this transformative journey through the heart of mathematical analysis."

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Availability of a typical week

(GMT -05:00) New York
MonTueWedThuFriSatSun
0  Monday at 0:00  Tuesday at 0:00  Wednesday at 0:00  Thursday at 0:00  Friday at 0:00  Saturday at 0:00  Sunday at 0:00
1  Monday at 1:00  Tuesday at 1:00  Wednesday at 1:00  Thursday at 1:00  Friday at 1:00  Saturday at 1:00  Sunday at 1:00
2  Monday at 2:00  Tuesday at 2:00  Wednesday at 2:00  Thursday at 2:00  Friday at 2:00  Saturday at 2:00  Sunday at 2:00
3  Monday at 3:00  Tuesday at 3:00  Wednesday at 3:00  Thursday at 3:00  Friday at 3:00  Saturday at 3:00  Sunday at 3:00
4  Monday at 4:00  Tuesday at 4:00  Wednesday at 4:00  Thursday at 4:00  Friday at 4:00  Saturday at 4:00  Sunday at 4:00
5  Monday at 5:00  Tuesday at 5:00  Wednesday at 5:00  Thursday at 5:00  Friday at 5:00  Saturday at 5:00  Sunday at 5:00
6  Monday at 6:00  Tuesday at 6:00  Wednesday at 6:00  Thursday at 6:00  Friday at 6:00  Saturday at 6:00  Sunday at 6:00
7  Monday at 7:00  Tuesday at 7:00  Wednesday at 7:00  Thursday at 7:00  Friday at 7:00  Saturday at 7:00  Sunday at 7:00
8  Monday at 8:00  Tuesday at 8:00  Wednesday at 8:00  Thursday at 8:00  Friday at 8:00  Saturday at 8:00  Sunday at 8:00
9  Monday at 9:00  Tuesday at 9:00  Wednesday at 9:00  Thursday at 9:00  Friday at 9:00  Saturday at 9:00  Sunday at 9:00
10  Monday at 10:00  Tuesday at 10:00  Wednesday at 10:00  Thursday at 10:00  Friday at 10:00  Saturday at 10:00  Sunday at 10:00
11  Monday at 11:00  Tuesday at 11:00  Wednesday at 11:00  Thursday at 11:00  Friday at 11:00  Saturday at 11:00  Sunday at 11:00
12  Monday at 12:00  Tuesday at 12:00  Wednesday at 12:00  Thursday at 12:00  Friday at 12:00  Saturday at 12:00  Sunday at 12:00
13  Monday at 13:00  Tuesday at 13:00  Wednesday at 13:00  Thursday at 13:00  Friday at 13:00  Saturday at 13:00  Sunday at 13:00
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21  Monday at 21:00  Tuesday at 21:00  Wednesday at 21:00  Thursday at 21:00  Friday at 21:00  Saturday at 21:00  Sunday at 21:00
22  Monday at 22:00  Tuesday at 22:00  Wednesday at 22:00  Thursday at 22:00  Friday at 22:00  Saturday at 22:00  Sunday at 22:00
23  Monday at 23:00  Tuesday at 23:00  Wednesday at 23:00  Thursday at 23:00  Friday at 23:00  Saturday at 23:00  Sunday at 23:00
from C$24.44Online via webcam

Good-fit Instructor Guarantee


If you are not satisfied after your first lesson, Apprentus will find you another instructor or will refund your first lesson.

Online reputation

  • Instructor since November 2021
  • Phone number verified
  • Google connected
  • Linkedin connected

Availability of a typical week

(GMT -05:00) New York
MonTueWedThuFriSatSun
0  Monday at 0:00  Tuesday at 0:00  Wednesday at 0:00  Thursday at 0:00  Friday at 0:00  Saturday at 0:00  Sunday at 0:00
1  Monday at 1:00  Tuesday at 1:00  Wednesday at 1:00  Thursday at 1:00  Friday at 1:00  Saturday at 1:00  Sunday at 1:00
2  Monday at 2:00  Tuesday at 2:00  Wednesday at 2:00  Thursday at 2:00  Friday at 2:00  Saturday at 2:00  Sunday at 2:00
3  Monday at 3:00  Tuesday at 3:00  Wednesday at 3:00  Thursday at 3:00  Friday at 3:00  Saturday at 3:00  Sunday at 3:00
4  Monday at 4:00  Tuesday at 4:00  Wednesday at 4:00  Thursday at 4:00  Friday at 4:00  Saturday at 4:00  Sunday at 4:00
5  Monday at 5:00  Tuesday at 5:00  Wednesday at 5:00  Thursday at 5:00  Friday at 5:00  Saturday at 5:00  Sunday at 5:00
6  Monday at 6:00  Tuesday at 6:00  Wednesday at 6:00  Thursday at 6:00  Friday at 6:00  Saturday at 6:00  Sunday at 6:00
7  Monday at 7:00  Tuesday at 7:00  Wednesday at 7:00  Thursday at 7:00  Friday at 7:00  Saturday at 7:00  Sunday at 7:00
8  Monday at 8:00  Tuesday at 8:00  Wednesday at 8:00  Thursday at 8:00  Friday at 8:00  Saturday at 8:00  Sunday at 8:00
9  Monday at 9:00  Tuesday at 9:00  Wednesday at 9:00  Thursday at 9:00  Friday at 9:00  Saturday at 9:00  Sunday at 9:00
10  Monday at 10:00  Tuesday at 10:00  Wednesday at 10:00  Thursday at 10:00  Friday at 10:00  Saturday at 10:00  Sunday at 10:00
11  Monday at 11:00  Tuesday at 11:00  Wednesday at 11:00  Thursday at 11:00  Friday at 11:00  Saturday at 11:00  Sunday at 11:00
12  Monday at 12:00  Tuesday at 12:00  Wednesday at 12:00  Thursday at 12:00  Friday at 12:00  Saturday at 12:00  Sunday at 12:00
13  Monday at 13:00  Tuesday at 13:00  Wednesday at 13:00  Thursday at 13:00  Friday at 13:00  Saturday at 13:00  Sunday at 13:00
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21  Monday at 21:00  Tuesday at 21:00  Wednesday at 21:00  Thursday at 21:00  Friday at 21:00  Saturday at 21:00  Sunday at 21:00
22  Monday at 22:00  Tuesday at 22:00  Wednesday at 22:00  Thursday at 22:00  Friday at 22:00  Saturday at 22:00  Sunday at 22:00
23  Monday at 23:00  Tuesday at 23:00  Wednesday at 23:00  Thursday at 23:00  Friday at 23:00  Saturday at 23:00  Sunday at 23:00
from C$24.44Online via webcam

Good-fit Instructor Guarantee


If you are not satisfied after your first lesson, Apprentus will find you another instructor or will refund your first lesson.

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Tushar
Crack the LSE Code: Expert Guidance & Subject Mastery from a Current Student!
As a second-year student at the London School of Economics (LSE), I understand the challenges of academic success and university applications. This class offers tailored support for students at all levels, up to A-Levels, in subjects like Mathematics, Further Mathematics, Economics, and Physics, alongside valuable insights into securing admission to top universities like LSE. With summer exams just around the corner, this is the perfect time to sharpen your skills and boost your confidence. Here’s what this class includes: Subject Mastery: Personalized lessons in Maths, Further Maths, Economics, and Physics for students up to A-Levels, addressing challenging topics and exam techniques. University Admissions Guidance: Tips on crafting a standout personal statement, building a strong academic profile, and acing the admissions process. Exam Preparation: Focused support to help you prepare effectively for upcoming exams, manage time under pressure, and improve your problem-solving skills. Learn from a Current LSE Student: Get insights and advice from someone who has successfully navigated both the A-Level system and the LSE admissions process. Whether you’re aiming for top grades or dreaming of a place at a world-class university, this class is designed to help you succeed.

al Hassan
Mathematics Support Course: Reinforcement of the Basics, In-depth Study, Complete Preparation for Oral Exams and Competitions
Mathematics Support Course: Strengthen Your Foundations, Master Essential Concepts and Prepare for Academic Excellence This program is specially designed to support you in your progress in mathematics, whether to strengthen your basic skills, deepen key concepts or excel in your university studies. It is also aimed at students preparing for the Bac Sciences Mathématiques competitions, preparatory classes (CPGE), as well as Bac+2 and Bac+3 levels. With an effective methodology and adapted teaching tools, this course aims to guarantee your success in this demanding and strategic discipline. Join us to maximize your performance and achieve your academic goals! My main objective is to support students in their progress in mathematics, allowing them to strengthen their skills, deepen their knowledge, master their courses, fill their gaps and aim for excellence. I am also able to guide them effectively in preparing for their exams and entrance exams to the grandes écoles, while providing them with appropriate support for their homework, in order to guarantee their success. As a passionate teacher, I am convinced of my ability to help each student, whatever their level, to overcome their difficulties and excel in this demanding discipline. Through interactive, stimulating and adapted teaching methods, I aim to motivate my students, to give them lasting tools to succeed not only in mathematics, but also in their overall educational journey. I am convinced that my dynamic and engaging teaching approach will allow my students to achieve their goals in mathematics while developing self-confidence that will accompany them throughout their lives, both academically and personally. This course is designed to transform your understanding of mathematics into a true academic strength. Whether you are looking to strengthen your foundation, delve deeper into advanced concepts, or prepare to excel in your academic studies, this program is for you. Why choose this course? A complete and structured program: from essential basics to advanced concepts, each step is designed to give you a solid mastery of mathematics. Personalized approach: explanations adapted to your level and your pace to maximize your progress. Solving complex problems: varied exercises, detailed answers, and targeted training to develop your analytical skills. Preparation for academic challenges: anticipation of the expectations of university programs and preparation for the most demanding exams. What you will learn: 1. Strengthening the fundamentals: Review of essential concepts (algebra, analysis, geometry) to fill in the gaps. In-depth review of algebra: equations, linear systems, polynomials. Analysis of functions: limits, continuity, derivatives, integrals. Introduction to vector and analytical geometry. Concepts of mathematical logic and rigorous reasoning. 2. Deepening of key concepts: Exploration of advanced concepts needed for university courses. 3. Practical skills: Development of an ability to solve complex problems and apply mathematics in real-world contexts. Study of numerical series and sequences. In-depth analysis of vector spaces, matrices and determinants. Solving first and second order differential equations. Fundamental theorems (Intermediate value theorem, bounds theorem, etc.). Advanced concepts in integral and differential calculus. 4. Preparation for exams: Methodological advice, typical exercises and targeted revisions to maximize your results. Quick solution methods for exams. Study of typical problems and frequently asked questions in university courses. Practical approach: intensive training on exercises and corrected exams. Strategies for success in advanced courses such as functional analysis, linear algebra, and PDEs 5. Development of Advanced Skills: Introduction to mathematical modeling and its usefulness in science and engineering. Using mathematical software (Python, MATLAB, etc.) to solve complex problems. Applications of mathematics in various fields: physics, economics, statistics. Who is this course for? College students: Those who want to fill gaps or go beyond the requirements of their courses. Students in preparatory classes: For those who wish to prepare for the entrance exams for the grandes écoles. Math enthusiasts: Those who seek to enrich their understanding of mathematics and take on intellectual challenges. Professionals in retraining: For those who wish to master mathematics with a view to pursuing higher education or improving their skills. Benefit from transformative learning: Join this program and develop real mathematical expertise that will open the doors to academic and professional excellence. Let yourself be guided by innovative teaching and effective methods to achieve your goals. Expected results : By the end of this course, you will be able to: Solve complex mathematical problems methodically and confidently. Understand and apply advanced concepts in university mathematics. Achieve better results in your exams and successfully meet academic challenges. Develop analytical and logical thinking, which is essential in all areas. Register now and start your journey to math mastery!