Taruna Bansal
Informative Math lessons with problem solving and interactive focus on maths learning concepts and all .




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Taruna Bansal
Bachelors degree
/ 55 min
Taruna - Know your tutor
Hello! I'm Taruna Bansal, a passionate Mathematics tutor. My teaching philosophy revolves around making Math enjoyable and easy to understand for all my students. I engage with them by creating real-life scenarios to apply mathematical concepts. From Elementary Math to SAT Math, my goal is to boost confidence and foster a love for the subject. Let's embark on this Math journey together! I have 8+ years of experience teaching a wide range of math subjects, from Elementary School Math to AP Calculus. My teaching style is focused on Problem Solving, Lecture-based instruction, and providing detailed, concept-focused explanations My students love my lessons because they are informative and empowering. If you're looking to improve your math skills and build your confidence, I'm here to help. Let's work together towards your academic goals and unlock your full potential. Book a session with me today and let's crush those math challenges together.
Taruna graduated from Delhi University

Specialities of your tutor
GCSE (UK)
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Exam Simulation
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Australian Curriculum (AU)
International Baccalaureate (IB)
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15-days refund
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1-yr validity
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Student types for classes
Middle School students
ASD
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Elementary School students
ADHD
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Class overview
I am a passionate tutor specializing in Elementary School Math, Statistics, AP Calculus AB, AP Calculus BC, and more. My teaching style is interactive and concept-focused, making learning engaging and informative. I believe in problem-solving and use a lecture-based approach to help students grasp difficult concepts. I tailor each lesson to the individual student's learning pace, ensuring maximum understanding and improvement in grades. I celebrate correct solutions with encouraging comments and provide feedback through annotated problem-solving steps on a digital whiteboard. Let's work together to achieve your academic goals! My students love my lessons because they are informative and empowering. I am dedicated to their success and tailor my teaching to suit their individual needs. As a result, my students have achieved great results and developed a passion for math that lasts beyond our lessons. If you're looking to improve your math skills and build your confidence
Taruna also teaches
Algebra
Algebra 2
AP Calculus AB
AP Calculus BC
AP Precalculus
Calculus

Mathematics concepts taught by Taruna
The session focused on core concepts in logarithms and derivatives. The Student and Tutor reviewed logarithm properties, practiced simplifying complex log expressions, and solved logarithmic equations including one that resulted in a quadratic equation. Towards the end, they began learning derivatives of exponential functions using the chain rule, with plans to continue practicing differentiation in the next class.
Understanding Fractional Exponents and Roots
Derivatives of Exponential Functions
Solving Logarithmic Equations
Converting Between Logarithmic and Exponential Forms
Logarithm Properties
Student and Tutor collaborated on a mathematics assignment focused on designing a railway track using piecewise functions, requiring the integration of exponential, logarithmic, and trigonometric functions with specific start and end points. They discussed a general equation structure to meet these requirements and verified its ability to satisfy the boundary conditions. The Tutor will prepare a Desmos graph for review, and the Student was encouraged to practice inputting piecewise functions.
Curve Continuity: Position and Gradient
Railway Track Design with Piecewise Functions
Basic Exponential Function Transformation
Establishing a Baseline Linear Track
Integrating Diverse Functions without Disrupting Endpoints
The Student and Tutor focused on IB Mathematics HL, covering topics in calculus and trigonometry. They practiced identifying intervals where functions are increasing or decreasing, applied the chain rule and product rule for differentiation, and calculated the gradient of a curve. Future sessions will incorporate past paper questions and address specific trigonometry diagram problems, guided by the Student's syllabus.
The Chain Rule (Composite Function Differentiation)
First Derivative Test for Function Monotonicity
The Product Rule (Differentiation of Products)
Fundamental Derivatives of Common Functions
Evaluating Trigonometric Expressions & Quadrant Analysis
The Student and Tutor engaged in a comprehensive review of key Mathematics concepts, including trigonometric identities, sum/difference and double angle formulas, and various aspects of complex numbers. They practiced simplifying expressions, converting between Cartesian and polar forms, factorizing complex quadratics, and graphically representing complex number addition. The Tutor advised the Student to continue practicing in preparation for their upcoming exam.
Complex Numbers in Polar Form: Operations and Conversions
Compound and Double Angle Trigonometric Formulas
Solving & Factorizing Complex Quadratic Equations
Graphical Representation and Operations on Complex Numbers
Complex Numbers: Conjugates and Algebraic Operations
Simplifying Trigonometric Expressions with Identities
The Student and Tutor dedicated the session to preparing for a specialist mathematics exam. They practiced solving absolute value equations and various trigonometric equations, focusing on finding exact values within specified ranges. Additionally, they worked on simplifying and proving trigonometric identities. For the next session, they plan to cover compound angle formulas for trigonometry, additional modulus questions, complex numbers, and graph sketching.
Using Double Angle Identities in Simplification
Solving Absolute Value Equations
Proving Trigonometric Identities
Simplifying Trigonometric Expressions with Identities
Solving Trigonometric Equations in Radians
The Tutor and Student reviewed solutions to statistical problems, covering hypothesis testing, confidence intervals, and regression analysis. The Student practiced calculations and interpretations related to these concepts, identifying areas of strength and areas needing further attention.
Regression Analysis: Independent and Dependent Variables
Skewness and its Impact on Central Tendency
Measures of Dispersion: Standard Deviation and Coefficient of Variation
Regression Equation and Interpretation
Hypothesis Testing: Rejecting H₀
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