Manushi Sharma
Expert High School Math Tutor Helping Students Build Confidence and Achieve Top Grades




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Manushi Sharma
Masters degree
/ 55 min
Manushi - Know your tutor
I’m Manushi Sharma, a passionate and dedicated Math tutor specializing in SAT Math, IB, IGCSE, GCSE, and middle school mathematics. I believe every student can succeed with the right guidance, patience, and learning approach. My teaching style is interactive, supportive, and student-centered, where I focus on making mathematical concepts simple and easy to understand. Instead of memorization, I encourage students to understand the logic behind each concept and develop strong problem-solving skills. I personalize lessons according to each student’s learning pace, strengths, and areas that need improvement. I help students with exam preparation, mock tests, assignments, homework support, and confidence building. My goal is not only to improve grades but also to help students become independent and confident learners. I create a positive learning environment where students feel comfortable asking questions and actively participating in class. I also engage students with interesting games and real time activities which they can relate the concepts to real life applications and make math easier for them. I cater each and every type of kid who is in need of knowledge.
Meet Manushi
Manushi graduated from Dr B R Ambedkar NIT Jalandhar


Specialities of your tutor
Australian Curriculum (AU)
Test prep strategies
New Zealand Curriculum - NZC (NZ)
GCSE (UK)
Learning Plans
Exam Simulation
Mental Math
Quick Math Games
Math Tricks and Hacks
Problem Solving
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
Elementary School students
Home schooled
High School students
Middle School students
Manushi also teaches
Algebra
Algebra 2
Arithmetic
Calculus
Elementary School Math
Geometry

Mathematics concepts taught by Manushi
The Tutor and Student worked on calculus concepts, specifically calculating the average value of functions using integration. They covered the core formula, applied it to various problems including exponential functions in finance, and discussed the geometric interpretation. They also practiced solving problems involving moving averages and functional relationships from tables.
Average Value of a Function (Mean Value Theorem for Integrals)
Continuity Requirement for Average Value
Integration of Exponential Functions
Geometric Interpretation of Average Value
Moving Averages
The session focused on calculating the area under and between curves using definite integration. The Student practiced finding intersection points, graphically interpreting bounded regions, and applying integration rules to linear, quadratic, and trigonometric functions. The Tutor assigned five practice integration problems for homework to reinforce calculation accuracy, especially with negative signs and constants, before the next session.
Area Bounded by Curves
Graphing Functions for Area Calculations
Definite Integration Fundamentals & Common Errors
Basic Trigonometric Integrals
The Student and Tutor reviewed anti-derivatives, including the constant of integration and its determination using initial conditions. They also covered the Fundamental Theorem of Calculus for definite integrals and practiced calculating areas under curves. The session concluded with an introduction to finding the area between two curves by determining their intersection points, with plans to continue this topic in the next class.
Indefinite Integrals and the Constant of Integration (C)
Integration for Position
Velocity
and Acceleration
Fundamental Theorem of Calculus (FTC) & Definite Integrals
Calculating Area Between Curves: Parabola and Line
The tutor and student reviewed several statistical concepts including p-values, confidence intervals, RMSE, and t-distributions. They practiced interpreting these concepts through example problems and discussed the principles of estimation and quantification. The session concluded with a review of confidence interval interpretation and preparation for upcoming exams.
Interpreting Confidence Intervals in Context
T-Distribution and Hypothesis Testing
Root Mean Square Error (RMSE) and Standard Deviation
Confidence Intervals for Regression Coefficients
Interpreting P-values in Hypothesis Testing
The tutor and student covered statistical concepts including the Chi-squared test, variance, and an introduction to linear regression. They practiced calculating the Chi-squared statistic, degrees of freedom, variance, and worked through examples of linear regression equations. The tutor will send formula documents to the student for exam preparation.
Chi-Squared (χ²) Test
Variance and Standard Deviation
Linear Regression
The Tutor and Student worked on understanding linear regression, including coefficients, confidence intervals, and p-values to assess evidence strength. They practiced calculating predicted values and errors, and discussed hypothesis testing (one-tailed vs. two-tailed) and distribution shapes. The session aimed to prepare the Student for an upcoming exam.
Statistical Significance and Hypothesis Testing
Data Visualization: Skewness
Linear Regression and Coefficients
Teaching tools used by tutor
Digital whiteboard
Lesson Planning Tools
Graphing Tools
Solvers & Calculators
Quizzes
Lesson Planner
Presentations

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