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Back to Calculus: Single Variable Part 1 - Functions

Learner Reviews & Feedback for Calculus: Single Variable Part 1 - Functions by University of Pennsylvania

4.7
stars
2,171 ratings

About the Course

Calculus is one of the grandest achievements of human thought, explaining everything from planetary orbits to the optimal size of a city to the periodicity of a heartbeat. This brisk course covers the core ideas of single-variable Calculus with emphases on conceptual understanding and applications. The course is ideal for students beginning in the engineering, physical, and social sciences. Distinguishing features of the course include: 1) the introduction and use of Taylor series and approximations from the beginning; 2) a novel synthesis of discrete and continuous forms of Calculus; 3) an emphasis on the conceptual over the computational; and 4) a clear, dynamic, unified approach. In this first part--part one of five--you will extend your understanding of Taylor series, review limits, learn the *why* behind l'Hopital's rule, and, most importantly, learn a new language for describing growth and decay of functions: the BIG O....

Top reviews

AS

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The course is intriguing. More practice questions and explanations will be good. And it will be beneficial if it can provide extra background knowledge (or link) for further study.

KR

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Very good and challenging material! This motivated me to do better in my Calculus Courses. Would definitely have more of these courses soon, as this is suited for higher mathematics in college.

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226 - 250 of 582 Reviews for Calculus: Single Variable Part 1 - Functions

By 杨佳熙

Jun 21, 2016

the first four session is free which is econmic friendly. show u my respect :)

By Zhenkai B

Aug 30, 2020

I think this course is good for the learner who wants to begin with calculus.

By E G

Feb 15, 2018

Really nice course. I expected it to be boring, but It wasn't! Good professor

By Jerome C

Dec 26, 2017

Great class. That is a good reminder of what might have studied in university

By JUAN E B B

Feb 26, 2016

Realmente muy bueno, es un reto para los hispano-hablantes pero vale la pena

By Sanket P

Feb 9, 2016

Very good course. Helped me revise all the important concepts from Calculus.

By Zafar A

May 10, 2021

Excellent exercises.

if the instructor speaks a bit fast, it will save time.

By Vamsidhar B

Jul 15, 2017

very good simple to understand but homework problems are some times complex

By Alex O

Apr 1, 2017

Great course. I've never had math being explained as good as mr Ghrist did.

By 赵天旸

Jan 21, 2017

It is a little difficult for me I think, but the professor is really good.

By Praveen

Aug 21, 2020

It was amazing course for me.

I don't learn before like Pro. Ghrist teach.

By Hemant K A

Feb 2, 2016

A really very good course. I learnt a lot. Many thanks to the instructor.

By Cheng H

Jan 23, 2019

best math course i've had so far after long years out of school~ thanks!

By Jose Q

May 31, 2018

Muy interesante y de bastante aplicación a otras ramas de la matemática.

By Petr S

Nov 16, 2016

I liked it a lot! Sometimes it was too difficult, but I rellay liked it!

By Rohini S

Sep 25, 2020

This is a very usefull course, I have learned so much from this course

By Dr K A

Apr 30, 2020

Very well organized programme for the motivation of respective subject

By Ramanuj H

Jun 4, 2019

This is a very good course delivered in an engaging and accessible way

By John C

Feb 11, 2021

Very high level course that leaves one wanting more calculus courses.

By RAMCHANDRA K

Jun 12, 2020

Best course for basics of limit and deriavtives with integration also

By Zain U a

Sep 8, 2023

THANKS YOU SO MUCH FOR SHARING YOUR KNOWLEDGE.THANKS AGAIN PROFESSOR

By bowen

Nov 29, 2020

非常好的课程,作为学过高数的同学的复习课程很合适。从泰勒级数开始,一步一步教授微分的意义,再到洛必达法则和高阶无穷大/小。整体思路很清晰

By Yizhou H

Apr 26, 2017

A pretty great lecturer makes a good impact on my own study in math.

By Debasish M

Apr 16, 2023

Very good course as per expectations. Learn lots of things clearly.

By Jeff M

Jan 10, 2023

Engaging lectures and a fun way to approach the basics of calculus.