Komal Negi Maths,Calculus,Topology (General + Algebraic) online tutor ₹ 800

I am currently a PhD scholar at IIT Ropar. I have done my BSc. and MSc. in mathematics so I have an excellent command on Linear Algebra, Calculus, Real Analysis, Topology, Knot Theory and Abstract Algebra. I have an 2 years teaching experience of Calculus and Linear Algebra to BTech. students. From the very beginning, I wanted to be a teacher. I never give up on my students and patience is one of the keys for teaching, which I have. I can also teach Mathematics to School going students from grade 10, 11 and 12.

Subjects

Maths Grade 10-Masters/Postgraduate
Calculus Beginner-Expert
Topology (General + Algebraic) Beginner-Intermediate
Real Analysis 1 & 2 Beginner-Expert
Maths (Algebra) Beginner-Expert

Experience

PhD Scholar (Sep, 2020–Present) at IIT ROPAR,PUNJAB

I am full time researcher, but once in a week, I used to take tutorial class of BTech students. I have taught Calculus and Linear Algebra to first year students.
Subject Matter Expert (Jan, 2019–Mar, 2019) at Evelyn Learning Systems Pvt. Ltd., Ghitorni

I worked as a Subject Matter Expert in Maths for 3 months. I worked in 2 projects and my job was to solve the questions and write it in some given format.
Maths Teacher (May, 2014–May, 2016) at Self-employed, engaged in Tutoring for MATHS & SCIENCE

I worked as a part time home tutor for 2 years. I have taught students from grade 5 to grade 12.

Education

Msc. Maths (Jul, 2017–May, 2019) from IIT, Madras

Fee details

₹800–1,500/hour (US$9.51–17.84/hour)

Fee depends on the level of subject.

Courses offered

Calculus
- US$1000
- Duration: 60 days
- Delivery mode: Online
- Group size: Individual
- Instruction language: English, Hindi
- Certificate provided: No
I have taught Calculus to BTech. Students and it is very important course for undergraduate students.
Linear Algebra
- US$2000
- Duration: 60 days
- Delivery mode: Online
- Group size: Individual
- Instruction language: English, Hindi
- Certificate provided: No
Vector spaces over R and C, Subspaces, Basis and Dimension, Matrices and determinants, Rank of a matrix, System of linear equations, Gauss elimination method, Linear transformations, Rank- nullity theorem, Change of basis, Eigenvalues, Eigenvectors, Diagonalization of a linear operator,

Inner product spaces, Spectral theorem for real symmetric matrices, application to quadratic forms.