Pallab Dey
Empowering Students to Understand, Enjoy, and Excel Deeply in field of Mathematics
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Pallab Dey
Masters degree
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Each lesson is 55 min
50 lessons
20% off
/ lesson
30 lessons
15% off
/ lesson
20 lessons
10% off
/ lesson
10 lessons
5% off
/ lesson
5 lessons
-
/ lesson
1 lessons
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/ lesson
Pallab - Know your tutor
I’m Pallab Dey, a dedicated Mathematics tutor with a Master’s degree and over ten years of experience helping students understand and enjoy math. Throughout my teaching journey, I have worked with learners from middle school to college, guiding them through topics such as Algebra, Geometry, Calculus, and Applied Mathematics. My goal has always been to make math clear, relatable, and meaningful for every student. I believe that every learner can succeed in mathematics if taught with patience and the right approach. Many students struggle not because they lack ability, but because they haven’t been shown how to connect ideas in a way that makes sense to them. I focus on creating personalized lessons that match each student’s strengths, learning style, and goals. Whether a student needs help with homework, exam preparation, or deeper conceptual understanding, I adapt my methods to ensure steady progress and growing confidence. My teaching style blends structure with creativity. I use interactive strategies like mental math exercises, problem-solving games, and practical examples to keep lessons engaging. I encourage students to ask questions, think critically, and understand why formulas and concepts work rather than simply memorizing them. This helps them develop analytical thinking that extends beyond academics. I have also gained valuable experience supporting students with different learning needs. I believe in creating an inclusive and encouraging environment where every student feels comfortable and capable. My role as a tutor goes beyond teaching formulas; I aim to build a mindset of curiosity, discipline, and self-belief.
Pallab graduated from Jadavpur University


Specialities of your tutor
New Zealand Curriculum - NZC (NZ)
GCSE (UK)
Exam Simulation
Advanced Placement (AP) Program (USA)
Homework help
International Baccalaureate (IB)
Problem Solving
Mental Math
Australian Curriculum (AU)
Test Strategy
Student types for classes
High School students
Anxiety or Stress Disorders
ADHD
College students
Home schooled
Middle School students
Class overview
My teaching methodology is built on clarity, engagement, and personalization. I begin by understanding each student’s unique learning style, strengths, and areas that need improvement. This allows me to create lessons that are both effective and enjoyable. I focus on developing a strong conceptual foundation rather than relying on memorization, because I believe that true understanding comes from knowing the “why” behind every idea. To make mathematics meaningful, I incorporate real-life examples, visual aids, and interactive exercises that connect abstract concepts to everyday situations. Techniques such as gamification, mental math challenges, and problem-based learning help keep students motivated and actively involved in the learning process. I also encourage open communication, step-by-step reasoning, and reflective thinking, so students feel confident expressing their thoughts and asking questions. Each lesson is designed to move at the student’s pace, ensuring that no one feels rushed or left behind. Beyond academics, I aim to instill confidence, curiosity, and independent thinking. I want my students not only to solve problems but also to enjoy the process of discovering solutions. My goal is to make mathematics an engaging, empowering, and confidence-building experience that helps every learner reach their full potential.
Pallab also teaches
Discrete Math
Elementary School Math
Geometry
High School Math
Linear Algebra
Middle School Math

Mathematics concepts taught by Pallab
The class covered various tests for the convergence of infinite series, including the alternating series test, absolute and conditional convergence, the integral test, ratio test, and Raabe's test. The student practiced applying these tests to different series, including those involving a variable, and was introduced to Abel's and Dirichlet's tests. Homework was assigned to further practice these convergence tests.
Absolute vs. Conditional Convergence
Integral Test
Raabe's Test (or Rabish Test)
Abel's Test and Dirichlet's Test
Alternating Series Test
The Tutor and Student explored the foundational concepts of statistics, specifically focusing on data types (qualitative, quantitative, nominal, ordinal, discrete, continuous) and data collection methods (primary, secondary, observation, interview, questionnaire, survey). They practiced identifying data types and appropriate collection methods through various examples and problems.
Types of Data
Classifications of Data
Data Collection Methods
Primary vs. Secondary Data
The Student was introduced to exponents and their properties, including multiplication, division, negative exponents, and powers raised to powers. They worked through several problems to practice these concepts, including simplifying expressions and converting numbers to exponential form. The Tutor assigned additional practice problems on exponents to reinforce the learned concepts, and statistics will be introduced in the next class.
Power of a Power Property
Zero Exponent
Quotient of Powers Property
Negative Exponents
Product of Powers Property
Introduction to Exponents
The Student practiced finding matrix inverses using Gauss-Jordan elimination and verified inverse pairs. Singular matrices and their identification during row reduction were also discussed. The Student also worked on graphing linear inequalities and identifying feasible regions, including bounded and unbounded cases.
Bounded and Unbounded Regions
Corner Points and Optimization
Solving Systems of Linear Inequalities
Singular Matrices
Verifying Matrix Inverses
Matrix Inversion Using Gauss-Jordan Elimination
The session focused on reviewing area and perimeter calculations, then moved onto an introduction to 3D shapes, particularly polyhedrons and cubes. The Student practiced applying formulas to calculate the surface area and volume of cubes. The Tutor assigned homework involving finding the diagonals of a square and a cube.
Area Formulas Review
Polyhedrons: Introduction
Types of Polyhedrons
Euler's Formula
Cube: Properties and Formulas
Cube Volume and Surface Area Calculations
Square Diagonals: Homework Preview
The student and tutor reviewed the area calculations for various 2D shapes, including parallelograms, rhombuses, kites, and trapeziums. The student practiced applying the area formulas to solve problems. Homework was assigned, involving problems related to the area of trapezoids and other shapes.
Parallelogram Area
Rhombus Area
Kite Area
Trapezium (Trapezoid) Area
Problem Solving with Geometric Formulas
Unit Conversions in Area Calculations
Teaching tools used by tutor
Quizzes
Assessment
Graphing Tools
Practice worksheets
Presentations
Interactive lessons
Open Q&A
Note taking
Weekend lessons
Chat for quick help
Record lessons

Math tutors on Wiingy are vetted for quality
Every tutor is interviewed and selected for subject expertise and teaching skill.
