Differential and Integral Calculus

MATH XL 31A

This course is the first of the Calculus series and covers differential calculus and applications and the introduction to integration. The course prepares students for Math XL 31B as well as Chemistry and Physics.

READ MORE ABOUT THIS COURSE
Fall
Winter
Spring
Summer
Remote Instruction
Starting at $935.00
As few as 11 weeks
4.0

What you can learn.

  • Establish a solid introduction to differential and integral calculus in one variable
  • Acquire mathematical tools to apply to subsequent courses in math, sciences, or economics
  • Find and use derivatives
  • Solve applied and optimization problems
  • Find anti-derivatives of various algebraic and trigonometric functions
  • Use fundamental theorems of calculus
  • Use integrals to solve various applied problems

About this course:

This course covers differential calculus and applications and the introduction to integration. Transferable for UC credit.
Prerequisites
MATH XL 1 Precalculus with a grade of C- or better, or three-and-a-half years of high school mathematics, including some coordinate geometry and trigonometry.

Spring 2020 Schedule

Available Format(s):

These courses meet regularly and are fully online. Click “See Details” below for more information.

Wait List
-
Wednesday 6:00PM PDT - 9:00PM PDT
Location: Online
Instructor: Esmaail Nikjeh
373207
Fee:
$935.00
See Details
Notes

Students who are not qualified to take this course should enroll in MATH XL 1 Precalculus.

Enrollment/class participation contingent on completing the ALEKS placement exam.

Visitors not permitted. Enrollment deadline: April 8, 2020. Internet access required. Materials required.

Students enrolling in this course need to complete the math placement exam before the first class. Please sign up for the math placement exam http://www.aleks.com/sign_up/class?class_code=DGXAY-LLNLE Each student will be charged a $20 fee (non-refundable) which covers 12 months of access to the Prep and Learning Module, which is a resource for refreshing your math skills.

Exam Length: 30 Questions

Time: You should plan to complete the placement exam within an uninterrupted 2-hour sitting.

    • If you score 80% or higher, we recommend that you enroll in Calculus MATH XL 31A
    • If you score between 60% - 79%, we recommend that you enroll in Pre-Calculus MATH XL 1
    • If you score less than 60%, we recommend that you enroll in an algebra course

After taking the placement exam, you are given the opportunity to review certain topics through targeted learning exercises in the Prep and Learning Module.

Retake the exam, if necessary

  • After engaging with the Prep and Learning Module for at least 3 hours, you can take the placement exam again
  • The retake exam will become available 24 hours after the initial exam was completed.
  • You will have access to the Prep and Learning Module for 12 months after taking the initial exam.
Refund Deadline
No refunds after April 15, 2020
Course Requirements
Internet access required to retrieve course materials.
Book: SINGLE VARIABLE CALCULUS by ROGAWSKI
Schedule
Type
Date
Time
Location
Lecture
Wed Apr 1, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed Apr 8, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed Apr 15, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed Apr 22, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed Apr 29, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed May 6, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed May 13, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed May 20, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed May 27, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed Jun 3, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Wed Jun 10, 2020
6:00PM PDT - 9:00PM PDT
Online
Wait List
-
Thursday 6:00PM PDT - 9:00PM PDT
Location: Online
Instructor: Esmaail Nikjeh
373209
Fee:
$935.00
See Details
Notes

Students who are not qualified to take this course should enroll in MATH XL 1 Precalculus.

Enrollment/class participation contingent on completing the ALEKS placement exam.

Visitors not permitted. Enrollment deadline: April 9, 2020. Internet access required. Materials required.

Students enrolling in this course need to complete the math placement exam before the first class. Please sign up for the math placement exam http://www.aleks.com/sign_up/class?class_code=DGXAY-LLNLE Each student will be charged a $20 fee (non-refundable) which covers 12 months of access to the Prep and Learning Module, which is a resource for refreshing your math skills.

Exam Length: 30 Questions

Time: You should plan to complete the placement exam within an uninterrupted 2-hour sitting.

    • If you score 80% or higher, we recommend that you enroll in Calculus MATH XL 31A
    • If you score between 60% - 79%, we recommend that you enroll in Pre-Calculus MATH XL 1
    • If you score less than 60%, we recommend that you enroll in an algebra course

After taking the placement exam, you are given the opportunity to review certain topics through targeted learning exercises in the Prep and Learning Module.

Retake the exam, if necessary

  • After engaging with the Prep and Learning Module for at least 3 hours, you can take the placement exam again
  • The retake exam will become available 24 hours after the initial exam was completed.
  • You will have access to the Prep and Learning Module for 12 months after taking the initial exam.
Refund Deadline
No refunds after April 16, 2020
Course Requirements
Internet access required to retrieve course materials.
Book: SINGLE VARIABLE CALCULUS by ROGAWSKI
Schedule
Type
Date
Time
Location
Lecture
Thu Apr 2, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu Apr 9, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu Apr 16, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu Apr 23, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu Apr 30, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu May 7, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu May 14, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu May 21, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu May 28, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu Jun 4, 2020
6:00PM PDT - 9:00PM PDT
Online
Lecture
Thu Jun 11, 2020
6:00PM PDT - 9:00PM PDT
Online

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