Distance Calculus General Course Requirements

  • Complete All Course Notebook Assignments

    chalkboard graph icon Depending upon which course you enroll in, you will be assigned between 70 and 120 notebooks (functional files in either LiveMath™ Maker or Mathematica™ formats) for you to complete electronically: completed refers to the mastery learning format, which means the notebooks will go "back and forth" between student and instructor until the student work is at 100% understanding level.

  • Complete All Course Literacy Sheets

    chalkboard pencil icon Depending upon which course you enroll in, you will be assigned between 8 and 15 Literacy Sheets, which will be completed by hand by the student, without the aid of technology (such as the computer algebra software), and transmitted to the instructors either via FAX or via scan-to-PDF and submitted electronically. These Literacy Sheets must be completed in a mastery learning format, which means the Literacy Sheets will go "back and forth" between student and instructor until the student work is at 100% understanding level.

  • Complete All Video Creation Assignments (If Applicable)

    chalkboard video icon Depending upon which course you enroll in, some courses will include between 10 and 25 assigned video creation solution assignments for you to complete electronically: completed refers to the mastery learning format, which means the movies may go "back and forth" between student and instructor until the student work is at 100% understanding level.

  • Complete All Course Quizzes (If Applicable)

    chalkboard clock icon Depending upon which course you enroll in, some courses will include between 8 and 15 assigned Quizzes, which will be completed by the student using the computer algebra software designated for the course, and submitted to the instructors electronically. These Quizzes should reveal to both the student and the instructor the effectiveness of the Course Notebooks and Literacy Sheets for the student's learning progress.

  • Complete and Pass a Proctored, Hand-Written Final Exam

    chalkboard pencil icon The student must complete a proctored, hand-written Final Exam.

    This Final Exam may occur at your location, under a proctored environment that is approved by the instructor. Commonly, the Final Exam Proctor is a teacher at a local school in your area, or a librarian at a local library, or a religious leader at a place of worship in your area, or a supervisor at a workplace. The Distance Calculus instructor will coordinate with the student to identify and establish the Final Exam proctor arrangements.

    During COVID-19 Emergency, all proctored exams are conducted over Skype Video with the instructor

  • Score 70% or Higher on the Proctored Final Exam

    In order to verify that the student work during the semester has been genuine - i.e. the work has been completed by the student enrolled in the course, and not by a surrogate - the student must complete the Final Exam with a score of 70% or higher. For a student who honestly completes the course, scoring 70% or higher on the Final Exam is, in our experience, a very easy and rewarding conclusion to the course.

    If a discrepancy exists between the student work evaluated during the term of the course, and the Final Exam, the only conclusion the instructors may come to is that the student work was not genuine, and that academic honesty is in doubt. In such cases, a failing grade will be awarded to the student.

    [Note: One of the "C Path" grade options provides for the only exception to the "70% or higher" rule. Please see Grading Policy for more information.]

  • Complete and Pass The Final Video Portfolio

    chalkboard video icon The student must complete the assigned Final Video Portfolio assignment, completing 5-10 video-based solution presentations.

  • Time Limit For Completion of the Course

    chalkboard date icon Students have the following time limits on completing the courses:
    Distance Calculus students are allowed 1 Year from the Date of Enrollment in the Distance Calculus course to complete the course. Distance Calculus (external) students are not bound by the traditional academic calendar, allowing these students to start the courses at any time - often in the middle of a traditional academic term, and finish the courses - at their own pace - in the middle of a subsequent academic term. The time limit, however, is 1 Year.

    One-time deadline extensions past this 1 Year deadline are available for students who make "significant and continuing progress" in their course, upon instructor approval. These one-time extensions are for students who are nearing completion of their course, and they just need "a little extra time". One-time deadline extensions do not have any extra costs.

  • Independent and Honest Student Work

    Due to the nature of the distance "classroom", an extra statement on academic honesty is required. All students are expected to submit work that is genuinely their own.

    Help from the instructors is expected - the courses are based upon communication between student and instructor.

    Help from friends, fellow students, loved ones, neighbors, and tutors are all encouraged and often quite helpful to the learning process.

    However, work submitted must be work the student completed by their own hand and brain.

    Due to the intensive level of communication between student and instructor, and the experience of the instructional team, such academically dishonest behavior is actually quite difficult to get away with. The instructors have an excellent sense of the student learning process, and the language and concepts that a student at the level of the course should be able to command. It is actually quite easy to identify when a student is receiving "more than just help".








Distance Calculus - Student Reviews

Brian Finley★★★★★
Posted: Jan 12, 2020
Courses Completed: Calculus II
I took Calculus II through Distance Calculus and can't recommend it enough. Being able to take the course at my own pace while I was working full time was tremendously helpful, especially since I hadn't taken a math course for 5 years prior. The instruction was excellent and the software they used to teach the course was intuitive and facilitated the learning process very well. This calc II class enabled me to take multivariable calc, linear algebra, and real analysis at Harvard University's extension school, which ultimately qualified me for the economics PhD program that I will graduate from next year. 8 years on, I'm still grateful to Professor Curtis and Distance Calculus.
Jennifer S.★★★★★
Posted: Aug 16, 2020
Courses Completed: Calculus I
The course was intense and required a lot of hard work. Professors ready available to assist when needed. Professors presented and explained materials/course work in detail and provided explanations and resources.
Transferred Credits To: University of New Haven, West Haven, CT
Aileen C.★★★★★
Posted: Dec 8, 2020
Courses Completed: Differential Equations
This course may be more difficult than your average differential equations course, which better prepares you to use these skills in your degree. The self-learning does make learning some of the concepts challenging, but you get the help you need to understand these concepts.
Transferred Credits To: Johns Hopkins University
M M.★★★★★
Posted: Feb 8, 2026
Courses Completed: Precalculus, Calculus I
The courses were excellent. Very flexible and engaging and the platform offers a lot of upper-level courses. Dr. Curtis is an outstanding professor and very responsive. I would take again.
Transferred Credits To: None yet
Tanja B.★★★★★
Posted: Jan 28, 2026
Courses Completed: Calculus I
After two failed attempts at my university, this course helped me understand Calculus. The live maths tool along with Dr. Curtis were especially helpful, allowing me to visualize concepts and expand my understanding. The explanations were clear, the examples practical, and I could learn at my own pace, which built my confidence. Thank you.
Transferred Credits To: University of Namibia
Henry F.★★★★★
Posted: Dec 18, 2025
Courses Completed: Differential Equations
Transferred Credits To: Saint Joseph High School
Video Player