Neha Trivedi
“Say Goodbye to Maths Fear – Learn the Smart Way!”From Basics to Brilliance in Mathematics”
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Neha Trivedi
Bachelors degree
/ 55 min
Neha - Know your tutor
My Online Maths Teaching Style My approach to teaching Mathematics online is concept-driven, interactive, and student-centered. I believe that every student can excel in Maths when concepts are explained clearly and connected to real-life situations. I begin each topic by building strong foundational understanding rather than focusing only on formulas. I break complex problems into simple, step-by-step explanations, ensuring students understand the “why” behind every step. In my classes, I actively use: Visual methods like diagrams, graphs, and digital whiteboards Real-life examples to make abstract concepts relatable Interactive questioning to keep students engaged and thinking I encourage students to solve problems during the session, not just observe. This helps build confidence and improves problem-solving skills. I also adapt my teaching pace and methods based on each student’s learning style and level. To make online learning effective, I incorporate: Regular practice and quick assessments Error analysis, where we learn from mistakes Revision strategies to strengthen retention My goal is not just to help students score well, but to make them enjoy Maths, think logically, and become independent learners
Meet Neha
Neha graduated from Maharishi Dayanand University
Specialities of your tutor
Learning Plans
Math Tricks and Hacks
State-Specific Standards (USA)
A-Levels (UK)
International Baccalaureate (IB)
Advanced Placement (AP) Program (USA)
Practice Drills
Practice Tests
Test Strategy
New Zealand Curriculum - NZC (NZ)
Mental Math
Homework help
CoTutorAI modules
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Zero Risk Guaranteed
15-days refund
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1-yr validity
24/7 support
Student types for classes
College students
High School students
Elementary School students
Middle School students
Anxiety or Stress Disorders
Home schooled
Neha also teaches
Algebra
Algebra 2
Arithmetic
Calculus
Calculus 2
Calculus 3
Mathematics concepts taught by Neha
The session focused on advanced integration techniques. The Student and Tutor worked through several problems involving u-substitution, completing the square, trigonometric substitution, and integration by parts. The session concluded with a discussion of the remaining class time and an offer for the Student to suggest a specific topic for their next lesson.
U-Substitution for Integrals with Roots
Completing the Square for Quadratic Integrals
Partial Fraction Decomposition
Trigonometric Substitution
Integration by Parts for Cyclic Integrals (e.g.
∫ sec³θ dθ)
Power Reduction Formulas for Trigonometric Integrals
The Student and Tutor worked on various advanced integration problems, primarily focusing on trigonometric integrals and partial fraction decomposition. They practiced strategies for u-substitution, application of trigonometric and algebraic identities, and two different methods for partial fraction decomposition. The Student was encouraged to review and solve the problems again for practice.
Integration of Even Powers of Sine/Cosine (Using Double Angle Identities)
Integration by Partial Fractions (Distinct Linear Factors)
Algebraic & Trigonometric Identities Refresher
Integration of Odd Powers of Sine/Cosine
The Student and Tutor practiced various integration techniques, including u-substitution and integration by parts, for both algebraic and trigonometric functions. They worked through examples involving exponential, polynomial, and trigonometric integrands. The Student was assigned to review the questions discussed and practice further using the substitution method.
Integration by Substitution (u-Substitution)
Integration by Parts
Integrating Powers of Trigonometric Functions
The Tutor and Student practiced applications of derivatives, focusing on implicit differentiation and solving related rates problems. They worked through examples involving spheres, ladders, and conical tanks, emphasizing the process of setting up equations, differentiating with respect to time, and solving for unknown rates. The Tutor provided guidance and corrected errors throughout the problem-solving process.
Implicit Differentiation with Respect to a Third Variable
Related Rates in Geometric Problems
Pythagorean Theorem in Related Rates
Volume of a Cone and Related Rates
The session provided an in-depth tutorial on implicit differentiation, covering its application in finding derivatives and tangent lines for implicitly defined functions. The student practiced solving complex equations using product and chain rules, with a focus on algebraic manipulation to isolate the desired derivative. The tutor planned to continue with similar problems in future sessions.
Simplification in Implicit Differentiation
Finding Tangent Lines
Product Rule in Implicit Differentiation
Implicit Differentiation
The Student and Tutor reviewed and practiced various differentiation techniques in calculus, including product rule, quotient rule, chain rule, and differentiation of inverse trigonometric and hyperbolic functions. They worked through numerous examples to solidify understanding and the Student practiced applying these rules to complex expressions. The next steps will involve continued practice with these differentiation methods.
Chain Rule
Product Rule
Quotient Rule
Hyperbolic Functions
Recognizing Derivative Rules
Teaching tools used by tutor
Graphing Tools
Practice worksheets
Quizzes
Assessment
Solvers & Calculators
Math Games
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Every tutor is interviewed and selected for subject expertise and teaching skill.