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)
Grade improvement
Math Tricks and Hacks
Australian Curriculum (AU)
State-Specific Standards (USA)
International Baccalaureate (IB)
Exam prep
Test prep
Exam Simulation
Mental Math
Test Strategy
Test prep strategies
AI modules
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1-yr validity
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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 Student and Tutor continued their study of complex numbers, focusing on solving and forming quadratic equations with complex roots, as well as applying polynomial division and the conjugate root theorem to find roots of cubic polynomials. They also started exploring the polar form of complex numbers, practicing conversions between Cartesian and polar representations. The next class will involve practicing questions from a review sheet to solidify understanding of the chapter.
Solving Quadratic Equations for Complex Roots
Forming Quadratic Equations from Complex Roots
Factor Theorem and Polynomial Division
Conjugate Root Theorem for Polynomials
Polar Form of Complex Numbers: Modulus and Argument
Converting Complex to Polar Form
Converting Polar to Complex Form
The Student and Tutor engaged in a comprehensive review and practice session on complex numbers. They covered fundamental operations including multiplication, finding conjugates, calculating moduli, and performing division. The session also delved into solving quadratic equations using both the quadratic formula and the completing the square method, specifically focusing on cases that yield complex solutions. The Tutor assigned additional practice questions for homework.
Modulus of a Complex Number
Complex Conjugate
Multiplying Complex Numbers
Division of Complex Numbers
Solving Quadratic Equations with Complex Roots
The Tutor introduced the fundamental concepts of hypothesis testing, including its definition, the distinction between one-tail and two-tail tests, and the five-step process for conducting a hypothesis test. Student and Tutor collaboratively worked through an example problem, practicing the identification of null and alternative hypotheses, calculation of test statistics, and decision-making based on critical values. The Student was advised to review the provided notes before their next session.
Level of Significance (α) and Critical Values
Hypothesis and Hypothesis Testing
Null (H₀) and Alternative (H₁) Hypotheses
One-Tail vs. Two-Tail Tests
Test Statistic and Decision Rule
Steps in Hypothesis Testing
The Tutor and Student reviewed fundamental concepts in Statistics, including sampling error, the distribution of the sample mean, and the Central Limit Theorem. They practiced applying these concepts by solving several probability problems using Z-scores and standard normal distribution tables. The Student correctly identified different scenarios for calculating standard error based on known or unknown population standard deviation, demonstrating good progress. They planned to cover specific upcoming class topics in their next session.
Sampling Error
Distribution of the Sample Mean
Central Limit Theorem (CLT)
Z-score Calculation for Sample Means & Probability
The Student and Tutor continued practicing trigonometry, focusing on applying various identities to simplify and prove expressions. The session then introduced complex numbers, covering their definition, real and imaginary parts, equality, basic arithmetic operations (addition, subtraction, multiplication by a constant), and the powers of 'i'. They also started on the multiplication of two complex numbers. The Tutor and Student scheduled additional back-to-back classes to prepare for upcoming specialist exams, and the Student was asked to send notes on complex numbers and exam topics for methods.
Powers of Iota (i) & Multiplication of Complex Numbers
Equality and Basic Operations with Complex Numbers
Introduction to Complex Numbers
Solving & Simplifying Trigonometric Expressions
Mastering Trigonometric Identities for Proofs
The Student and Tutor focused on specialist mathematics, specifically trigonometry. They extensively reviewed and practiced compound and double angle identities, solving various problems involving exact value calculations and expression simplification. The Student was assigned homework to practice questions up to number 8 from exercise 11D and complete the final part of a multi-step problem for the next session.
Pythagorean Identity and Quadrant Rules for Double Angles
Double Angle Identity for Sine (sin 2A)
Double Angle Identities for Cosine (cos 2A)
Compound Angle Formulas for Exact Values
Simplifying Complex Trigonometric Expressions
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