Aashima Garg
Expert maths tutor with dynamic teaching style for interactive learning and exam success.




Show all photos
Aashima Garg
Masters degree
/ 55 min
Aashima - Know your tutor
I am Aashima , a passionate online tutor with 4+ years of experience. I have done my Masters in Mathematics from NIT Allahabad along with I have done research at DRDO and IIT Ropar. I have got AIR518 in IIT JAM (joint admission test for Master's)I am specialized in tutoring high school and college students. My major are calculus, Algebra , Statistics and more.my specialities include personalized learning plans ,gamifying maths concept,and providing test and drills to enhance understanding and to build confidence. My classes focus on conceptual clarity, step by step explanations, and continuous interaction with students. I use structured lesson plans, real life examples and regular doubt clearings essions to ensure every student stays engaged and confident . My goal is to make learning meaningful, disciplined, and result oriented in an online environment
Meet Aashima
Specialities of your tutor
Exam Simulation
Math Tricks and Hacks
Quick Math Games
Learning Plans
State-Specific Standards (USA)
Problem Solving
Test prep strategies
Australian Curriculum (AU)
Gamification of Math
AI modules
Summary
Podcast
Quiz
Learnings
Flashcard
Spotlight
Zero Risk Guaranteed
15-days refund
Free tutor swap
No cancel fee
1-yr validity
24/7 support
Student types for classes
Home schooled
Middle School students
Anxiety or Stress Disorders
High School students
Elementary School students
College students
Class overview
My tutoring style focuses on confidence building, visual explanations, interactive engagement, and exam coaching to ensure student success. It is more student centred, concept oriented and structured to suit the needs of online learning. I strongly believe that effective learning is not about delivering information, but about creating understanding,confidence and curiosity in students . Especially in an online platform, my focus remains on clarity, interaction, and continuous assessment to ensure meaningful learning outcomes. To make classes effective and engaging. I use interactive teaching techniques. Rather than following one way lecture method, I actively involved students through questions, discussion and real time problem solving. Methodology also emphasises the use of structured lesson planning. Each class is planned in advance with clear learning objectives .
Increased confidence in math
Students report feeling more confident tackling difficult problems.
Strong focus on concept mastery
95% of parents report their child’s math understanding has improved.
Flexible scheduling to fit busy lives
90% of students find it easy to arrange lessons around their schedule.
Aashima also teaches
Algebra
Algebra 2
Arithmetic
Calculus
Calculus 2
Calculus 3

Mathematics concepts taught by Aashima
The session focused on understanding and identifying even and odd functions through various examples. Subsequently, the Student and Tutor delved into the definitions of domain and range, practicing how to determine these for functions presented both algebraically and graphically, including common function types and the greatest integer function. The Tutor indicated that the first chapter's topics are nearing completion.
Domain of a Function
Domain and Range of Common Function Types
Range of a Function
Even and Odd Functions
The session focused on various types of functions, including absolute value, greatest integer, even, and odd functions. Student and Tutor defined these functions, explored their graphical representations, and practiced identifying and graphing different function types. Homework was assigned to determine if given functions are even or odd, with domain and range planned for the next session.
Graphing Piecewise Functions
Even and Odd Functions
Vertical Line Test
Graphing Absolute Value Functions
Greatest Integer (Step) Function
Absolute Value (Modulus) Function
The session focused on applying economic concepts to solve quadratic equations in business contexts. Student and Tutor worked through problems involving demand and supply functions, calculating total revenue, total cost, and profit, determining break-even points, and finding equilibrium price and quantity. The Student also practiced graphing quadratic functions and was assigned homework to plot several quadratic equations.
Revenue and Cost Functions
Break-Even Point Analysis
Profit Function and its Graphing
Market Equilibrium: Supply and Demand
The Student and Tutor focused on quadratic functions, covering their definition, the calculation of the discriminant, and its implications for the nature of roots. They extensively practiced finding roots using the quadratic formula and graphing parabolas by identifying key features like shape, intercepts, and vertex. The session also included an application of quadratic equations to solve a profit maximization problem, with further application-based questions deferred to the next session.
Understanding Quadratic Functions
The Discriminant (D) and Nature of Roots
Solving Quadratic Equations with the Quadratic Formula
Graphing Quadratic Functions (Parabolas)
Economic Application: Profit Maximization
The session focused on graphing various functions, including square root and cubic functions. The Tutor then introduced piecewise functions, demonstrating how to graph them by considering different rules over specified intervals. Student and Tutor also reviewed interval notation and inequality symbols to correctly interpret inclusion or exclusion of boundary points on graphs. Homework was assigned to practice plotting piecewise functions, with the Student instructed to share their solutions for checking.
Plotting Simple Functions (y = √x
y = x³)
Graphing Piecewise Functions with Boundary Conditions
Interval Notation and Inequality Representation
Introduction to Piecewise Functions
The Student and Tutor practiced graphing various types of functions, beginning with linear equations and their characteristics, including constant functions and those passing or not passing through the origin. They also explored quadratic functions, learning to plot upward and downward parabolas and observing the effect of adding a constant on a parabola's vertical shift. Homework was assigned to reinforce plotting different linear and quadratic graphs.
Quadratic Functions: Downward Parabola and Vertical Shifts
Interpreting Linear Function Slopes and Direction
Linear Functions: Definition and Basic Graphs
General Graphing Method for Functions
The Cartesian Plane & Quadrants
Quadratic Functions: Definition and Parabola Basics
Teaching tools used by tutor
Math Games
Graphing Tools
Lesson Planner
Solvers & Calculators
Practice worksheets
Digital whiteboard
Visualization & Exploration
Interactive lessons
Parent feedback
Record lessons
Mobile joining
Weekend lessons
Chat for quick help

Math tutors on Wiingy are vetted for quality
Every tutor is interviewed and selected for subject expertise and teaching skill.
