Mohit x
Experienced Math Tutor, with modern methodology of teaching with major approach of active teaching
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Mohit x
Bachelors degree
/ 55 min
Mohit - Know your tutor
I am a dedicated Mathematics tutor from Last 5 years, I use methods like active recalling and continuous engagement with a pinch of informal teaching bits. I have done my bachelor's in Mathematics from Delhi University and pursuing my Masters in Mathematics from Delhi University. I have topped in Undergrads. I have taught 10+ Students in last 4+ years . With 6 months of teaching in an institution. I have mastered the technique to cater the problem of students difficulties in new and higher class topics. It doesn't matter what the topic is, it will be much easier for you to understand the topic if you try to imply its practical uses in daily life. We will be learning by active recalling method. In this i will be teaching you the topic for 3-4 times until you completely understand that then you will be teaching the topic which can result best understanding of topic
Meet Mohit
Mohit graduated from University of Delhi
Specialities of your tutor
Math Tricks and Hacks
Problem Solving
Mental Math
Exam Simulation
Practice Tests
CoTutorAI 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
High School students
Middle School students
Elementary School students
None of the above
Class overview
Using Inquiry-Based Learning (IBL): Give proofs as skeletons (defs + thm statements). Students prove/fill in steps, present at board. Revise collaboratively. Builds proof rigor for DU MSc/CSIR exams. Hands-On Intuition: Rubber-sheet demos for continuity/homeo; visualize cofinite opens via finite complements. Link to PYQs (e.g., 1/n limits). Active Recall: Daily 5-min theorem recitation; spaced repetition of Munkres equivalents (preimage, nets, interiors). Personalized Feedback: 1:1 proof checks, targeting weaknesses (e.g., basis criterion). Adapt to 6hr study + gym: 45min proofs + 15min review. Track via Canva sheets. Countering every possible methodology of answering the proof in higher mathematics and use more formula based question adaptability to solve questions for middle and elementary school. Solving questions by different and easiest method
Mohit also teaches
Algebra
Algebra 2
Arithmetic
Calculus
Calculus 2
Elementary School Math
Mathematics concepts taught by Mohit
The tutor and student reviewed triangle congruency and similarity theorems, including SSS, SAS, ASA, AAS, and RHS. They then transitioned to circle geometry, focusing on converting between degrees and radians, and defining concepts like tangents, secants, and arc length, with plans to cover specific circle theorems and problems in future sessions.
Congruency vs. Similarity
Triangle Congruency Postulates/Theorems
Triangle Similarity Postulates/Theorems
Radians and Degrees
Circle Geometry: Tangents and Arcs
The tutor and student reviewed several mathematics problems from a practice final exam. Topics covered included geometric transformations (dilation), volume calculations for cones and cylinders, density, proportionality theorems, perpendicular bisectors, and unit conversions for population density.
Dilation in Geometry
Volume of a Cone
Volume of a Cylinder and Unit Conversions
Basic Proportionality Theorem (BPT)
Perpendicular Bisector
The Tutor and Student reviewed number systems, geometric postulates, and coordinate geometry concepts including finding slopes, equations of lines, and intersection points. They also practiced calculating the area of a triangle using both coordinate geometry formulas and the base-height method, and solved problems involving cylinder volume, lateral surface area, and the section formula for dividing line segments.
Coordinate Geometry and Graphing
Properties of Perpendicular Lines
Area of a Triangle Using Coordinates
Volume and Surface Area of Cylinders
Section Formula for Dividing a Line Segment
The class covered foundational geometry concepts including triangle properties, polygons, and deductive reasoning. The student practiced identifying triangle types, understanding angle sum properties, and applying laws of logic. The next steps involve practicing problems from worksheets and exploring postulates.
Laws of Logic in Deductive Reasoning
Pythagorean Theorem and Triplets
Polygon Angle Sum Formula
Indirect Proofs (Method of Contradiction)
The tutor introduced and explained quadratic equations, their general form, and the components of algebraic expressions. The student practiced solving quadratic equations using the quadratic formula, including those that required rearrangement to the standard form before solving.
Rearranging Equations
The Quadratic Formula
Quadratic Equations
Algebraic Components
The student and tutor focused on coordinate geometry, starting with plotting points and defining axes. They then moved to deriving and applying the distance formula to prove geometric theorems, specifically demonstrating that an isosceles trapezoid has congruent diagonals. The tutor plans to continue from where they left off in the next session.
Isosceles Trapezoids and Diagonals
The Distance Formula
Line Segments
Rays
and Lines
Coordinate Geometry Basics
Teaching tools used by tutor
Visualization & Exploration
Digital whiteboard
Solvers & Calculators
Lesson Planner
Assessment
Interactive lessons
Chat for quick help
Note taking
Weekend lessons
Open Q&A
Record lessons
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