Rahul M R Salimath
Tutored more than 70+ students across all over the globe, with the Boards of the respected country along with the competitive exams.
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Rahul M R Salimath
Bachelors degree
/ 55 min
Rahul - Know your tutor
•Tutored more than 70+ students of Grade 4 - 12, from Boards including IB, IGCSE, CAIE, AS & A Levels, CBSE, NESA, etc. and students from India, USA, UK, New Zealand, Australia, Singapore, UAE, Germany and many more, with personal ATAR Score between 88-93 %. •Tutored for Exams : International Math Olympiad, SAT, NAPLAN, AS & A Levels, Hong Kong Math Olympiad (HKIMO), CDS (Math), AFCAT. •More than 5 years of experience in Online Teaching from Freelancing to working for EdTech Companies like Codingal Technologies Pvt Ltd., PlanetSpark, Otoo Tuitions and Aimers Online Classes Pvt Ltd. * Proven Experience of explaining complex concepts in simple manner effectively, using the split and expose method, real life scenarios too helped alot in visualizing many concepts of how the concepts being taught can be applied on day to day life. * Teaching always backed by effective previous year paper analysis, which in return gives shape to form a strategy based on repeating pattern or on those concepts which are to be aligned into the paper. This is the most crucial and proven strategy that, solving and analyzing pattern through previous year papers has always been fruitful for both the me and my students.
Meet Rahul
Rahul graduated from KLE Technological University
Specialities of your tutor
Test prep strategies
Provincial-specific curriculum (CA)
Practice Drills
Australian Curriculum (AU)
Practice Tests
Test Strategy
Advanced Placement (AP) Program (USA)
Learning Plans
Homework help
GCSE (UK)
New Zealand Curriculum - NZC (NZ)
CoTutorAI modules
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Podcast
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Student types for classes
Elementary School students
ADHD
College students
High School students
Home schooled
Middle School students
Rahul also teaches
Algebra
Algebra 2
Arithmetic
Calculus
Calculus 2
Calculus 3
Mathematics concepts taught by Rahul
The Student and Tutor focused on advanced matrix operations, including multiplying matrices of different orders, finding the transpose of a matrix, and calculating the trace of a matrix. The Student practiced these concepts with multiple examples. For follow-up, the Tutor recommended practicing provided flashcards and additional problems, while also briefly introducing future topics in matrix algebra.
Matrix Multiplication with Different Orders
Transpose of a Matrix
Trace of a Matrix
The Student and Tutor reviewed fundamental concepts of matrices, including their definition, representation, and order. They practiced basic matrix operations like addition, subtraction, and scalar multiplication. The session then advanced to the more complex topic of matrix multiplication, with the Student working through the procedural steps for a numerical example, which will be continued in the next class.
Matrix Multiplication: Calculation Process
Matrix Multiplication: Order Condition
Scalar Multiplication of Matrices
Order and Elements of a Matrix
Definition & Structure of Matrices
Matrix Addition & Subtraction
The Student and Tutor reviewed and confirmed the accuracy of ten previously assigned vector problems. Subsequently, they worked through several new problems covering scalar products, orthogonal vectors, scalar projections, magnitudes of combined vectors, unit vectors, and vector cross products. The Student was assigned the remaining three vector problems as homework, with plans to begin a new chapter, possibly linear algebra, in the next session.
Unit Vectors and Perpendicularity
Vector (Cross) Product
Magnitude of Vector Sum Squared
Scalar Projection
Orthogonal Vectors
Scalar (Dot) Product of Vectors
The Student undertook an assessment composed of 20 questions on vector concepts, including position vectors, internal and external division, and midpoints, using an online platform. The Tutor observed the Student's problem-solving approach and identified areas needing further practice. As a follow-up, the Tutor will send the question paper in PDF format for independent study.
Midpoint Formula for Position Vectors
Direction Ratios and Direction Cosines
Position Vectors & Section Formula (External Division)
Position Vectors & Section Formula (Internal Division)
The Student and Tutor practiced vector algebra concepts, including verifying direction cosines and finding a missing direction angle using the condition L² + M² + N² = 1. They also calculated the dot product and the angle between two vectors, incorporating trigonometric principles for angles greater than 90 degrees. The Tutor outlined topics for an upcoming test: section formula, cross product, dot product, and direction cosines, and will provide a practice PDF.
Simplifying Radical Expressions in Vector Algebra
Vector Dot Product and Angle Between Vectors
Trigonometric Ratios for Angles Beyond 90°
Direction Cosines and the Fundamental Condition
Finding a Missing Direction Angle
The Student and Tutor engaged in a revision session on vector algebra, focusing on dot and cross products, vector magnitudes, and finding angles between vectors. They solved several problems, including one to find an unknown scalar (K) given orthogonal vectors and another for the scalar triple product. The Tutor also scheduled a test for the upcoming Friday to assess the Student's understanding of all concepts learned from the beginning of the topic.
Dot Product & Angle Between Vectors
Orthogonal Vectors & Dot Product Application
Cross Product & Area of Parallelogram
Scalar Triple Product
Teaching tools used by tutor
Digital whiteboard
Lesson Planner
Visualization & Exploration
Presentations
Assessment
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