2:15pm-3:30pm Monday and Wednesday in room 106 Mathematical Sciences Building.
Also note:
Section Start Date 01/17/23; Section End Date 05/02/23; Last Day to Add 01/23/23; Last Day to Drop 01/30/23; Last Day to Withdraw 04/03/23.
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Instructor Book: Remote "Office hours": Office Phone: E-mail: WWW of the course : |
Artem Zvavitch “Introduction to Real Analysis,” by Robert G. Bartle and Donald R. Sherbert.. 10:45-12:00 Monday/Wednesday, but the best is to e-mail me and to make an appointment. (330)-672-33-16 azvavitc@kent.edu www.math.kent.edu/~zvavitch/RA_2023.html |
Please, note the calendar below is just a plan. Homework and Exams dates may be adjusted during the semester!
|
Date
|
Lecture Topics
|
Homeworks and Remarks
|
|
Wednesday (01/18/23) |
Let's review the Derivative! | First Home Work |
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Monday (01/23/23) |
Let's continue to review the derivative. | |
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Wednesday (01/25/23) |
Rolle's Theorem/Mean Value Theorem/Applications | First Home Work is Due. Second Home Work |
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Monday (01/30/23) |
L'Hospial Theorem and more | |
|
Wednesday (02/01/23) |
Taylor's Theorem. Inequalities. | Second Home Work is Due. Thirds Home Work |
|
Monday (02/06/23) |
Convex Functions/Riemann Integral | |
|
Wednesday (02/08/23) |
Riemann Integral | Third Home Work is Due. Forth Home Work. and here some Bonus problems to prepare for Exam 1. |
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Monday (02/13/23) |
Properties of the Riemann Integral | |
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Wednesday (02/15/23) |
Exam 1 | Forth Home Work is Due. Fifth Homework |
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Monday (02/20/23) |
Riemann Integral | |
|
Wednesday (02/22/23) |
Riemann Integral | Fifth Home Work is Due. Sixth and Seventh Home WorkS |
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Monday (02/27/23) |
Riemann Integral! Who is integrable? | |
|
Wednesday (03/01/23) |
Fundamental Theorem of Calculus form I and II | |
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Monday (03/06/23) |
More on Riemann Integral | |
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Wednesday (03/08/23) |
Lebesque Theorem. Integration by parts. | Home Work Sixt and Seven are Due. Home Work Eight |
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Monday (03/13/23) |
Convergence of sequences of Functions. | |
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Wednesday (03/15/23) |
Convergence of sequences of Functions. What can be preserved? | Home Work Eigh is Due. Home Work Nine - contains a lot of bonus points and will help to prepare you for the exam! |
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Monday (03/20/23) |
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Wednesday (03/22/23) |
Exam 2 | Home Work Nine is Due. |
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Monday (03/27/23) |
Spring Break | |
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Wednesday (03/29/23) |
Spring Break | |
|
Monday (04/03/23) |
Lets review the exam. Exponential and Logarithmic functions. | |
|
Wednesday (04/05/23) |
Exponential and Logarithmic functions. | Home Work 10. |
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Monday (04/10/23) |
Trigonometric Functions. | |
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Wednesday (04/12/23) |
Infinite Seriese. Absolute convergence. | Home Work 10 is Due. Home Work 11 |
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Monday (04/17/23) |
Infinite Seriese. Absolute convergence. | |
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Wednesday (04/18/23) |
Infinite Seriese. Absolute convergence. | Home Work 11 is Due. Home Work 12 |
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Monday (04/24/23) |
Series of functions | |
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Wednesday (04/26/23) |
Power Series | Home Work 12 is Due. Home Work 13 (Big, Final Exam Review) |
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Monday (05/01/23) |
A bit more on integration. | |
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12:45 - 3:00 p.m., May 9 |
FINAL EXAM | Home Work 13 (Big, Final Exam Review) IS DUE |