Koushani Roy
Engaging SAT Math & Calculus lessons with practical approach
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Koushani Roy
Bachelors degree
/ 55 min
Koushani - Know your tutor
I have a bachelors and masters degree in Mathematics. I also have specialized degree in tutoring offline and to the international students online. I have been in the field of teaching for about 8 years, and I have tutored 500+ school students on Mathematics. I do believe that I have a good understanding of the subject and possess strong analytical skills. I am also efficient in dealing with students studies and making lesson plans. I always keep myself updated with the latest teaching methods.
Koushani graduated from Calcutta University
Specialities of your tutor
A-Levels (UK)
Grade improvement
Assignment help
Project help
Common Core State Standards - CCSS (USA)
Concepts learning
Exam prep
Provincial-specific curriculum (CA)
Next Generation Science Standards - NGSS (USA)
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College students
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Class overview
I offer tutoring sessions on Math to high school and university graduates. My tutoring sessions are generally detailed and tailored to the needs of the students. Apart from tutoring, I also help my students with their assignments, homework, and test preparation. I always take regular feedback from my students and parents and also give my feedback on the students performance, so that the tutoring sessions are effective for the learner.
Koushani also teaches
Algebra
Calculus
Math
Mathematics concepts taught by Koushani
The Student and Tutor focused on practicing the chain rule from a worksheet, with the Student completing the first ten problems during the session. They also discussed a PSMT project for which the Student shared documents. The Student was assigned to complete all 48 problems from the chain rule PDF and send their calculations, with a follow-up meeting planned for the PSMT.
Importance of Consistent Practice
Chain Rule with Power Functions
Chain Rule Foundations
The session centered on practicing various differentiation techniques using a shared worksheet. The Student worked on applying the power rule, including converting terms with roots and denominators into exponential forms, and then extensively practiced the product rule. Homework was assigned to complete the remaining differentiation problems from the document's first page.
Rewriting Expressions for Differentiation
The Power Rule of Differentiation
The Product Rule of Differentiation
The Quotient Rule of Differentiation
The Student and Tutor worked on advanced differentiation problems, starting with expressions requiring the power rule. They then focused on understanding and applying the product rule, using a simplified example before moving to a more complex one. The remaining problems were assigned as homework for the Student to complete.
Chain Rule Foundations
Differentiation of Fractional Powers
The Product Rule
Combining Product and Chain Rules
The Student and Tutor continued their study of differentiation, focusing on learning various formulas, understanding the differential operator, and extensively practicing the chain rule with composite functions. Homework was assigned, consisting of problems to be completed step-by-step for Friday. A class test on all previously covered topics was planned for next Wednesday, and the Student was asked to list the topics covered in prior sessions.
Differential Operator (ddx) & Notations
Core Differentiation Formulas & Rules Overview
The Chain Rule: 'Function inside a Function'
Applying Chain Rule to Trigonometric Functions
Applying Chain Rule to Logarithmic Functions
The Student and Tutor initiated a new topic: differentiation and limits. They discussed the definition of differentiation using the "first formula" and practiced finding derivatives of linear and quadratic functions through step-by-step problem-solving. Homework problems related to these concepts were assigned for follow-up.
Differentiating Quadratic Functions (First Principle)
Differentiating Linear Functions (First Principle)
Introduction to Limits
Differentiation: Rate of Change
The First Principle of Differentiation
The Student and Tutor focused on exponential equations and inequalities, reviewing definitions, index properties, and problem-solving techniques. They also briefly introduced logarithm concepts. The Student was assigned to complete 20 logarithm problems as homework for submission by Thursday, with the next session planned to cover graphs of exponentials and logarithms.
Exponentials and Logarithms: Inverse Operations
Solving Exponential Equations by Unifying Bases
Essential Index Properties
Principles of Exponential Inequalities
Introduction to Logarithm Formulas and Properties
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