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Calculus 1

MATH X11

6614430
Delivery Options Online

Get an introduction to differential and integral calculus. Examine the key concepts of limit, derivative and continuity, as well as the main applications of derivatives in graphing and optimizing functions. Explore the fundamental theorem of calculus. Finally, apply the concept of integration to calculating volumes through solids of revolutions.

Learner Outcomes

  • Explain the derivative as a rate of change, the slope of the tangent line, velocity or marginal economic units
  • Explain the definite integral as both a summation and an antiderivative
  • Recognize and explain the role of limits in both of the above concepts
  • Recognize and read symbolic forms and the algebraic structure underlying the study of calculus
  • Apply concepts to solve increasingly more difficult problems
  • Explain the role of proofs in mathematics
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Sections

Section 025

Start Anytime Online

Course Fee(s)

Course Fee credit (4 units)

$1,150.00

Type Online, Start Anytime

Enroll anytime and progress through the curriculum at your own pace.

Dates
Start Now, you have 180 days to complete this course once enrolled.

Delivery Options

Online

Available for Credit

4 semester units

Instructors

  • Makan Rokni

Section Notes

Online, enroll anytime. This continuous enrollment course begins when you enroll. (Learn more.) You have a minimum of 90 days and a maximum of 180 days to complete the course. 

Students must score a 70% or higher on the final exam to pass the course.

TEXTBOOK NOTE: Please use the ISBN listed. Do not purchase a hybrid text; it cannot be used for this course.

Section Materials

  • Textbook (Mandatory) Calculus: Early Transcendentals by James Stewart © 2016 Cengage Learning 8th edition ISBN 1285741552 Textbook ISBN: 9781285741550

Section 026

Start Anytime Online

Course Fee(s)

Course Fee credit (4 units)

$1,150.00

Type Online, Start Anytime

Enroll anytime and progress through the curriculum at your own pace.

Dates
Start Now, you have 180 days to complete this course once enrolled.

Delivery Options

Online

Available for Credit

4 semester units

Instructors

  • Steven Pon

Section Notes

Online, enroll anytime. This continuous enrollment course begins when you enroll. (Learn more.) You have a minimum of 90 days and a maximum of 180 days to complete the course.

Students must score a 70% or higher on the final exam to pass the course.

TEXTBOOK NOTE: Please use the ISBN listed. Do not purchase a hybrid text; it cannot be used for this course.

Section Materials

  • Textbook (Mandatory) Calculus: Early Transcendentals by James Stewart © 2016 Cengage Learning 8th edition ISBN 1285741552 Textbook ISBN: 9781285741550

Section 027

Start Anytime Online

Course Fee(s)

Course Fee credit (4 units)

$1,150.00

Type Online, Start Anytime

Enroll anytime and progress through the curriculum at your own pace.

Dates
Start Now, you have 180 days to complete this course once enrolled.

Delivery Options

Online

Available for Credit

4 semester units

Instructors

  • Hillel Raz

Section Notes

Online, enroll anytime. This continuous enrollment course begins when you enroll. (Learn more.) You have a minimum of 90 days and a maximum of 180 days to complete the course. 

Students must score a 70% or higher on the final exam to pass the course.

TEXTBOOK NOTE: Please use the ISBN listed. Do not purchase a hybrid text; it cannot be used for this course.

Section Materials

  • Textbook (Mandatory) Calculus: Early Transcendentals by James Stewart © 2016 Cengage Learning 8th edition ISBN 1285741552 Textbook ISBN: 9781285741550

Notes

Fulfills the quantitative proficiency recommendation for the Haas School of Business Evening & Weekend MBA Program.

Departmental contact for academic questions: math_stats_online@berkeley.edu | (510) 642-1062

Prerequisites

Three years of high school mathematics, including trigonometry and geometry

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Course Fee

Online

Makan Rokni

Makan Rokni, Ph.D., has taught courses in mathematics, statistics, information technology and engineering. He has researched and been published in a variety of fields, including nonlinear dynamics, spacecraft motion and information technology.

Course Fee

Steven Pon

Steven Pon, Ph.D., has taught mathematics at the University of Connecticut, UC Davis and Sonoma State University. He currently works as a data scientist in San Francisco.

 

Course Fee

Hillel Raz

Hillel Raz, Ph.D., has research interests in mathematical physics and is currently working on spectral properties of quantum and discrete graphs. Raz has been a math instructor since 2003.
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