Aashima Garg
Expert maths tutor with dynamic teaching style for interactive learning and exam success.
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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
Homework help
Problem Solving
Practice Tests
Exam Simulation
Practice Drills
Australian Curriculum (AU)
Learning Plans
Student types for classes
None of the above
College students
High School 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
Arithmetic
Calculus
Calculus 2
Calculus 3
College Algebra
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15 days Refund
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Mathematics concepts taught by Aashima
The Tutor and Student extensively reviewed various anti-derivative (integration) formulas, including power, logarithmic, exponential, and trigonometric functions. They practiced applying integration by parts (product rule) using the LIATE acronym and worked through examples from a worksheet, including inverse trigonometric integrals. The next session is planned to cover L'Hôpital's rule and approximation of areas.
Basic Integration Formulas
Integration of Trigonometric Functions
U-Substitution (Change of Variables)
Integration by Parts (UV Rule)
Inverse Trigonometric Integrals
The Tutor and Student worked through calculus problems involving optimization of a cylindrical pencil cup and inventory management using the Economic Order Quantity model. They then transitioned to logarithms, covering properties and solving logarithmic and exponential equations, including applications in demand and revenue functions.
Optimization of Cylindrical Containers
Economic Order Quantity (EOQ) Model
Logarithm Properties and Applications
Exponential Equations with Base 'e'
The Tutor and Student worked on finding local extrema of polynomial functions and then delved into the properties, graphs, and equation solving of exponential functions. They practiced evaluating exponential functions, finding intercepts, and determining domain and range, with a plan to tackle more complex problems in a future session.
Solving Exponential Equations
Laws of Exponents
Exponential Functions: Properties and Graphs
Finding Local Extrema
The tutor introduced fundamental concepts and rules of differentiation in calculus, including the power rule, constant rule, sum/difference rule, product rule, quotient rule, and chain rule. The student practiced applying these rules through various examples and problems, and the tutor outlined a potential learning path for calculus topics.
Product Rule
Chain Rule
Quotient Rule
Sum and Difference Rule
Constant Multiple Rule
Constant Rule
Derivatives as Rate of Change
The Power Rule
The session covered calculus topics including relative maxima/minima, domain determination, and applications in business functions (revenue, profit). The student also practiced using the second derivative test for concavity and finding points of inflection, with plans to cover more practice problems.
Finding Relative Maxima and Minima
Domain of Functions
Revenue
Profit
and Maximization
Concavity and Inflection Points
The Tutor and Student reviewed the process for finding relative maxima and minima using the first derivative test. They practiced applying this test to various functions and discussed how to determine the value of these extrema by substituting the critical point back into the original function.
Relative Extrema: First Derivative Test
Critical Points and Their Significance
Calculating the Value of Relative Extrema
The Role of the Derivative's Sign
Teaching tools used by tutor
Lesson Planning Tools
Visualization & Exploration
Quizzes
Graphing Tools
Practice worksheets
Math Games
Interactive lessons
Note taking
Record lessons
Open Q&A
Parent feedback
Mobile joining
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