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
Provincial-specific curriculum (CA)
A-Levels (UK)
State-Specific Standards (USA)
GCSE (UK)
Grade improvement
Project help
Concepts learning
Advanced Placement (AP) Program (USA)
Homework help
Student types for classes
College
Learning Disabilities
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
SAT Math
Math
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15 days Refund
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Free Tutor Swap
Mathematics concepts taught by Koushani
The tutor and student reviewed and practiced problems related to functions, focusing on calculating the range of functions, understanding and applying the concepts of image and pre-image, and solving equations and inequalities involving function values. The student was assigned a worksheet to complete for the next session.
Functions: Domain and Range
Image and Pre-image
Solving Equations and Inequalities with Functions
The Tutor and Student worked on practice problems involving multiplication and division of fractions. The session focused on applying the correct order of operations and simplification techniques. The student was assigned additional practice problems as homework, with a class test scheduled for the following week.
Order of Operations with Fractions
Inverting and Multiplying for Division
Simplification Techniques
Mixed Number Conversion
The Tutor and Student worked through AP Calculus AB problems related to particle motion in the xy-plane. They practiced finding velocity, acceleration, speed, and position by differentiating and integrating given rate functions, and discussed concepts like path slope and distance traveled. The next session is scheduled for tomorrow.
Slope of the Tangent Line
Total Distance Traveled
Position from Velocity: Integration
Speed and Magnitude
Velocity
Acceleration
and Position in 2D
The tutor and student worked on problems involving the division of fractions. The student practiced converting improper fractions to mixed numbers and simplifying their answers, with the tutor providing step-by-step guidance and error correction. They planned to continue practicing these types of problems in the next session.
Prime Numbers in Fraction Simplification
Improper Fractions vs. Mixed Numbers
Simplifying Fractions
Dividing Fractions
The Student and Tutor reviewed multiplication and division of fractions, focusing on simplifying fractions before performing operations, inverting divisors, and changing division to multiplication. The Student practiced problems from a worksheet, and the Tutor assigned the remaining problems for homework. The Student was also instructed to review a previously checked paper, and to be more careful with calculations.
Breaking Down Numbers for Cancellation
Division of Fractions
Identifying and Cancelling Common Factors
Working with whole numbers
The Tutor and Student worked through problems involving Taylor and Maclaurin series, including finding polynomial approximations, derivatives, and error bounds. They also addressed the convergence and divergence of series, with an emphasis on alternating series and the alternating series theorem. The Student is scheduled to attend the next regular class, but can also schedule an earlier, extra session.
Taylor Polynomials
Radius of Convergence
Alternating Series Error Bound
Convergence and Divergence of Series
Chain Rule
Product Rule of Differentiation
Lagrange Error Bound
Interactive lessons
Chat for quick help
Note taking
Parent feedback
Weekend lessons
Pets are welcomed
Math tutors on Wiingy are vetted for quality
Every tutor is interviewed and selected for subject expertise and teaching skill.