Chahat _
“Struggling in Math? I turn confusion into confidence with personalised, student-friendly teaching.”
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Chahat _
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
-
/ lesson
Chahat - Know your tutor
I am Chahat Maheshwari, an M.Sc. Mathematics Gold Medalist and qualified educator with 3 years of college teaching experience. I specialise in teaching Higher Mathematics and Economics to students across India, USA, Canada, and Australia. With a strong command over concepts and a passion for teaching, I make every topic simple, logical, and easy to understand. My classes are fully personalised with clear explanations, step-by-step problem solving, doubt-clearing in every session, and regular progress tracking. I believe every student can excel with the right guidance. My goal is to build strong fundamentals, boost confidence, and help students truly enjoy learning. My classes are structured, organised, and focused on real learning—not just memorising. The goal is long-term understanding and excellent exam performance.
Specialities of your tutor
Common Core State Standards - CCSS (USA)
Advanced Placement (AP) Program (USA)
A-Levels (UK)
Practice Drills
Next Generation Science Standards - NGSS (USA)
Mental Math
Test prep strategies
Test Strategy
Exam Simulation
Student types for classes
College students
High School students
Mathematics for Adults
Elementary School students
Middle School students
Mathematics for Kids
Mathematics for Beginners
None of the above
Class overview
My teaching approach is simple: Make learning easy, logical, and personalised for every student. I follow a structured yet flexible methodology: 1️⃣ Concept Clarity First I start every topic by building strong fundamentals so the student understands why something works, not just how. No rote learning—only real understanding. 2️⃣ Step-by-Step Explanation I break complex problems into simple steps, using real-life examples, diagrams, and shortcuts so students grasp concepts quickly. 3️⃣ Fully Personalized Classes Every student learns differently. I assess the child’s level and then design a customized study plan based on their strengths, weak areas, and learning speed. 4️⃣ Practice-Based Learning Regular worksheets, practice sessions, and exam-oriented questions help students improve speed, accuracy, and confidence. 5️⃣ Doubt-Clearing in Every Class I ensure no student leaves with confusion. All doubts—big or small—are solved with patience and clarity. 6️⃣ Continuous Feedback Weekly tests, progress reports, and parent updates help track improvement and maintain transparency.
Rated 5 stars for concept clarity
Students say math concepts are simplified and easy to understand.
Strong focus on concept mastery
95% of parents report their child’s math understanding has improved.
Personalized lesson plans for all levels
90% of students feel their lessons are customized to their needs.
Chahat also teaches
Discrete Math
High School Math
Linear Algebra
Middle School Math
Pre Algebra
Statistics
Flexible Scheduling
Allows 1h early scheduling
Allows 1h early rescheduling
Can wait for 20 mins after joining
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10 day Refund
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Free Tutor Swap
Mathematics concepts taught by Chahat
The Tutor and Student worked through various calculus problems involving derivatives, implicit differentiation, and partial derivatives. They practiced finding first and second-order partial derivatives, classifying quadratic forms as positive definite, negative definite, or indefinite, and calculating gradients and marginal rates of substitution. The session concluded with a review of these concepts in preparation for the student's assignment.
Second-Order Partial Derivatives
Partial Derivatives
Gradient and Unit Direction
Definiteness of Quadratic Forms (Positive Definite
Negative Definite
Indefinite)
The Tutor and Student reviewed and practiced curve fitting techniques, including linear, parabolic, logarithmic, and exponential regressions. They worked through examples and discussed the transformations needed to linearize non-linear models for regression analysis. The next session will focus on logarithmic and anti-logarithmic calculations and potentially a practice session or test.
Linear Regression Fitting (y = a + bx)
Parabolic Curve Fitting (y = a + bx + cx²)
Logarithmic Curve Fitting (y = a + b log x)
Exponential Curve Fitting (y = ae^(bx))
The student and tutor worked through problems involving implicit differentiation and the product rule in calculus. The student practiced applying these techniques to various functions, with the tutor providing step-by-step guidance and error correction. The session concluded with assigned practice problems to reinforce the learned concepts.
Implicit Differentiation
Product Rule
Quotient Rule
Chain Rule for Composite Functions
Logarithmic Differentiation
The tutor and student engaged in a detailed review of calculus differentiation techniques, including the chain rule, product rule, quotient rule, and derivatives of inverse trigonometric, logarithmic, and exponential functions. The student practiced applying these rules to various complex problems, and they discussed common errors and strategies for avoiding them, with plans to continue practice in future sessions.
Chain Rule in Differentiation
Derivatives of Exponential and Logarithmic Functions
Derivatives of Inverse Trigonometric Functions
Quotient Rule in Differentiation
The tutor and student extensively reviewed the rules and formulas for calculating derivatives in calculus. They practiced applying basic derivative rules, the chain rule, product rule, and quotient rule through numerous examples. The student will continue practicing these concepts, with a focus on systematic application of formulas, in subsequent sessions.
Basic Derivative Formulas
Chain Rule
Product and Quotient Rules
The Student and Tutor reviewed linear regression and the Ordinary Least Squares (OLS) method for finding the best-fit line. The Student practiced setting up and solving equations to determine the line of best fit, including manual calculation of residuals. The next session is scheduled to cover exponential, logarithmic, and parabolic graphs.
Applying Least Squares Method
Deriving the Least Squares Line
Vertical vs. Perpendicular Offsets
Ordinary Least Squares (OLS)
Regression Lines
Teaching tools used by tutor
Practice worksheets
Visualization & Exploration
Quizzes
Assessment
Digital whiteboard
Interactive lessons
Parent feedback
Weekend lessons
Note taking
Open Q&A
Mobile joining
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