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Hareethha Suresh Babu

Passionate Math Tutor | Clarity-Focused | Theory-Backed Teaching for Lasting Understanding

4.8(32)

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Profile photo of Hareethha, Mathematics tutor at Wiingy
Profile photo of Hareethha, Mathematics tutor at Wiingy
Profile photo of Hareethha, Mathematics tutor at Wiingy
Mathematics learning materials by Hareethha
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Private tutor - Hareethha Suresh Babu

Bachelors degree

/ 30 min

Hareethha - Know your tutor

I'm Hareethha Suresh Babu, a tutor with a background in theoretical physics and over 4 years of experience helping students transform their relationship with mathematics. I believe that math isn’t just about getting the right answer it's about building confidence, developing intuition, and learning how to think clearly. My teaching style blends structure with creativity. I use tools like visualisation, gamified exercises, practice drills, and real-world analogies to make abstract concepts come alive. Whether it's Algebra, Trigonometry, Calculus, or Mental Math, I tailor every session to the student’s pace, personality, and learning style. I also offer exam simulation techniques, personalised learning plans, and strategic test prep support—from foundational skills to advanced topics. My goal is to help students not only improve their grades but also feel genuinely empowered in the subject. Every learner has their own rhythm, and I’m here to guide them patiently, intelligently, and with care until math feels like second nature. Let’s conquer it together, one concept at a time.

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Increased confidence in math

Students report feeling more confident tackling difficult problems.

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Rated 4.9/5 for student engagement

Parents love how lessons keep their children engaged in learning.

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Regular progress check-ins

90% of students get regular updates on their math performance.

Specialities of your tutor

Quick Math Games icon

Quick Math Games

Provincial-specific curriculum (CA) icon

Provincial-specific curriculum (CA)

Learning Plans icon

Learning Plans

Advanced Placement (AP) Program (USA) icon

Advanced Placement (AP) Program (USA)

Exam Simulation icon

Exam Simulation

Australian Curriculum (AU) icon

Australian Curriculum (AU)

Gamification of Math icon

Gamification of Math

GCSE (UK) icon

GCSE (UK)

Practice Drills icon

Practice Drills

A-Levels (UK) icon

A-Levels (UK)

Problem Solving icon

Problem Solving

Mental Math icon

Mental Math

Class overview

My teaching style is rooted in clarity, adaptability, and structure. I focus on helping students understand the why behind each concept, not just the how. I combine visual explanations, step-by-step problem solving, and targeted practice to make math feel intuitive even at advanced levels. Whether I’m teaching Algebra, Trigonometry, Calculus, or beyond, I tailor each session to the student’s pace and personality. I use a mix of methods from whiteboard walkthroughs and real-world analogies to timed drills and guided repetition to build both speed and depth. For students preparing for exams, I also offer mock testing, strategy refinement, and focused review plans. I believe that every student can become confident in math with the right kind of guidance calm, structured, and respectful of how they think. My goal is to help them get there, one breakthrough at a time.

Interactive lessons

Weekend lessons icon

Weekend lessons

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Mobile joining

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Note taking

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Pets are welcomed

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Chat for quick help

keyLearning

Mathematics concept taught by Hareethha

Student learned 16 days ago

The Tutor and Student reviewed inverse trigonometric functions including domain, range, and graphs, focusing on arc cosecant and exact values. The Student practiced solving problems related to these functions, including graphing and finding values using the unit circle. They plan to continue with physics in the next session and address any math test preparation needed afterward, based on the school's progress and test papers.

Understanding Inverse Trig Functions

Graphing Inverse Tangent

Principal Value Branch

Exact Values of Inverse Functions

Arc Cosecant

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Student learned 17 days ago

The Student and Tutor reviewed the composition of ordinates, including addition, subtraction, and multiplication of sinusoidal waves. They also covered verifying trigonometric identities using graphs and discussed rotary motion, including angular and linear velocity. Finally, the Student was introduced to inverse circular function graphs, including arcsine, arccosine, arctangent, arccotangent, and arcsecant, and their properties. The plan is to continue tomorrow with problem-solving and additional concepts.

Verifying Trigonometric Identities Graphically

Composition of Ordinates: Combining Sine and Cosine Waves

Inverse Secant Function: Disjoint Branches and Properties

Inverse Cotangent Function: Characteristics and Graph

Rotary Motion: Angular and Linear Velocity

Inverse Circular Function Graphs: Arcsine

Arccosine

Arctangent

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Student learned 17 days ago

The Student and Tutor worked through several physics problems related to forces, motion, and apparent weight. Calculations involved scenarios like elevators, braking cars, and objects on inclined surfaces. The Student needs to practice reading and interpreting problem details and diagrams and continue practicing free body diagram analysis.

Apparent Weight vs. True Weight

Force Components at Angles

Free Body Diagrams and Net Force

Kinematics Equations: Constant Acceleration

Newton's Second Law Applications

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Student learned 17 days ago

The Student and Tutor reviewed fundamental concepts of differential calculus, including average and instantaneous rates of change and basic differentiation rules. The Student practiced applying the constant, power, and constant multiple rules through example problems. The session ended with plans to cover the product rule, quotient rule, chain rule, and inverse functions in the next class.

Average Rate of Change

Constant Multiple Rule

Power Rule

Instantaneous Rate of Change

Constant Rule

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Student learned 18 days ago

The session focused on introducing the student to the concept of composition of coordinates, rotary motion, and inverse functions in mathematics. The student was guided to review related textbook material and began exploring how waves are added or multiplied to form complex graphs. They will continue with problem-solving in the next session.

Composition of Coordinates

Rotary Motion

Inverse Functions

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Student learned 21 days ago

The Tutor and Student discussed resonance, power, and induction in AC circuits, analyzing RLC circuits and the role of energy, timing, and field interactions. Formulas for reactance, impedance, and resonant frequency were explained, along with the physical meaning of resonance in terms of energy, voltage, and power. The session concluded with an introduction to transformers, and the student was assigned to review concepts and specify topics or problems for the next session.

Energy

Timing

and Field Interactions

RLC Circuit Components and Driving Frequency

Phase Relationships

Reactance and Impedance

Resonance

Power in AC Circuits

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Hareethha also teaches

Discrete Math

Discrete Math

Linear Algebra

Linear Algebra

Middle School Math

Middle School Math

Pre Algebra

Pre Algebra

Probability

Probability

Trigonometry

Trigonometry

Student types for classes

Learning Disabilities icon

Learning Disabilities

College students icon

College students

Elementary School students icon

Elementary School students

Middle School students icon

Middle School students

High School students icon

High School students

ADHD icon

ADHD

Anxiety or Stress Disorders icon

Anxiety or Stress Disorders

ASD icon

ASD

Home schooled icon

Home schooled

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Every tutor is interviewed and selected for subject expertise and teaching skill.