Utkarsh Deepak

5+ years experience | Postgrad in Mathematics from Europe | Offline Centre also available | Fun learning with games

4.5(121)

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Utkarsh Deepak

Masters degree

/ 55 min

Utkarsh - Know your tutor

✨📚💀 I have done post graduation from University of Limerick and have hands on experience on Python, JS, ML, AI, Tableau for different projects also. I specialize in blended learning, interactive digital tools, and data-driven personalized instruction to make complex concepts accessible and engaging. Known for fostering critical thinking, analytical problem-solving, and concept mastery, my teaching emphasizes student-centered learning, adaptive learning pathways, and gamified strategies to maximize engagement. Students consistently praise the clarity, patience, and inspiring approach that transforms challenging topics into fun and achievable learning experiences. I’ve loved math since I was young because it’s like a secret language for solving the world’s puzzles. My goal is to make sure my classes are not just about formulas, but about building your confidence as problem solvers. Outside of teaching, I love playing Sudoku and hiking with my dog, π 🥧. In my class, mistakes are just 'stepping stones' to the right answer, so never be afraid to ask questions. Let’s make this platform your platform to become fearless in maths!

Utkarsh graduated from University of Limerick

Utkarsh graduated from University of Limerick
Utkarsh graduated from University of Limerick

Specialities of your tutor

Australian Curriculum (AU) icon

Australian Curriculum (AU)

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Homework help

New Zealand Curriculum - NZC (NZ) icon

New Zealand Curriculum - NZC (NZ)

International Baccalaureate (IB) icon

International Baccalaureate (IB)

A-Levels (UK) icon

A-Levels (UK)

Math Tricks and Hacks icon

Math Tricks and Hacks

Practice Tests icon

Practice Tests

Advanced Placement (AP) Program (USA) icon

Advanced Placement (AP) Program (USA)

Problem Solving icon

Problem Solving

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Practice Drills

Learning Plans icon

Learning Plans

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Exam Simulation

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AI modules

Summary

Podcast

Quiz

Learnings

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Zero Risk Guaranteed

15-days refund

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1-yr validity

24/7 support

Student types for classes

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Middle School students

High School students icon

High School students

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ADHD

College students icon

College students

Mathematics for Beginners icon

Mathematics for Beginners

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Mathematics for Adults

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Anxiety or Stress Disorders

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Home schooled

Class overview

I specialize in blended learning, interactive digital tools, and data-driven personalized instruction to make complex concepts accessible and engaging.Known for fostering critical thinking, analytical problem-solving, and concept mastery, my teaching emphasizes student-centered learning, adaptive learning pathways, and gamified strategies to maximize engagement. Students consistently praise the clarity, patience, and inspiring approach that transforms challenging topics into fun and achievable learning experiences. Passionate about integrating educational technology, virtual simulations, and edutainment techniques, I enhance learning outcomes while preparing students to excel in competitive academics. Committed to leveraging AI-powered learning platforms, real-time assessment analytics, and collaborative online tools, I create an enriching and forward-thinking digital learning environment that aligns with modern EdTech trends.

Utkarsh also teaches

Algebra

Algebra

Algebra 2

Algebra 2

Arithmetic

Arithmetic

Calculus

Calculus

Calculus 2

Calculus 2

Calculus 3

Calculus 3

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Mathematics concepts taught by Utkarsh

Student learned 2 months ago

The Tutor and Student reviewed multiple integrals, starting with single-variable integration of trigonometric functions and progressing to double integrals. They practiced solving problems involving basic double integrals and then delved into a more advanced technique of change of variables using a Jacobian for area integrals. The session concluded with an introduction to solving such transformed integrals.

Integration of Trigonometric Functions

Change of Variables in Double Integrals (Jacobian)

Double Integrals and Iterated Integration

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Student learned 3 months ago

The student and tutor worked through solving a complex radical equation by transforming it into a quadratic equation using substitution. They practiced applying the quadratic formula and critically evaluating potential solutions to identify extraneous roots, concluding that the equation had no real number solutions.

Substitution for Complex Equations

Solving Quadratic Equations Using the Formula

Interpreting Solutions and 'No Real Solutions'

Working with Reciprocals and Square Roots

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Student learned 3 months ago

The student and tutor worked through two algebraic equation problems that required transformation into quadratic equations using substitution. They practiced solving these transformed quadratic equations and reviewed the substitution techniques.

Radical Denominators

Rational Equations and LCM

Substitution for Equations with Higher Powers

Quadratic Equations

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Student learned 3 months ago

The tutor and student worked through problems involving quadratic equations with complex coefficients. They focused on correctly applying the quadratic formula, substituting complex numbers, and simplifying the resulting expressions, particularly the expansion of squared complex numbers.

Quadratic Formula with Complex Numbers

Complex Number Arithmetic

Simplifying Radicals with Complex Numbers

Solving for x with Two Solutions

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Student learned 3 months ago

The Student and Tutor worked on solving systems of equations, including those involving lines and parabolas, and lines and circles. They practiced algebraic methods to find intersection points, including substitution and factoring quadratic equations. The next session was planned for the same time tomorrow.

Solving Systems of Equations Graphically

Solving Systems of Equations Algebraically (Substitution)

Factoring Quadratic Equations

Understanding the Equation of a Circle

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Student learned 4 months ago

The Student and Tutor worked on graphing transformations of logarithmic functions, focusing on understanding how changes to the function equation affect the graph. The session covered flipping and shifting graphs. They practiced selecting appropriate x-values to simplify calculations and plot points effectively, and scheduled a follow-up session for further practice.

Solving Logarithmic Equations: Integer Solutions

Logarithmic Properties: Simplifying Expressions

Function Transformations: Logarithmic Functions

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Teaching tools used by tutor

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Visualization & Exploration

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Graphing Tools

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Assessment

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Math Games

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Presentations

Interactive lessons

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Record lessons

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Parent feedback

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Open Q&A

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Chat for quick help

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Note taking

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