# Cohort-Based vs Self-Paced Courses: A Practical Comparison

Published on 2026-10-06 · 5 minutes to read

Compare cohort-based vs self-paced courses, separate pacing from live attendance, and calculate the support workload before choosing your format.

Choose a cohort-based course when shared deadlines and interaction help students produce the result you teach, and you can support the group on that schedule. Choose self-paced delivery when flexibility matters more. A hybrid can combine independent lessons with scheduled feedback. Decide separately how enrollment, pacing, attendance, and support will work.

It's tempting to make this decision by looking at another creator's launch. Their live calls look energetic, their students post screenshots, and the offer sells at a price you'd like to charge. But a course format is also a commitment on your calendar. Before choosing it, write down the work the students need to do and the help you'll need to provide.

This guide compares cohort-based vs self-paced courses from the course creator's side. The capacity calculations use illustrative inputs you can replace with your own.

## What changes between cohort-based and self-paced courses?

A cohort-based course puts a group of learners through a program on a shared schedule. Students might start together, submit assignments during the same week, and attend group sessions. A self-paced course lets learners move through the material on their own timetable, often with ongoing enrollment.

Those definitions leave room for different teaching methods. A cohort can watch prerecorded lessons and discuss assignments asynchronously. A self-paced course can include a community, instructor feedback, and optional live office hours. “Self-paced” describes pacing; it doesn't mean “unsupported.”

[Cornell's teaching mode guide](https://teaching.cornell.edu/resource/teaching-mode-decision-guide) distinguishes the flexibility of asynchronous learning from the immediate exchange available in synchronous teaching. Those are useful design tradeoffs, but synchronous delivery and cohort pacing are separate choices.

Compare the commitment each format creates

| Decision | Cohort-based | Self-paced | Hybrid option |
| --- | --- | --- | --- |
| Enrollment | A group starts in a defined window | Students can often start whenever they enroll | Ongoing enrollment with periodic group starts |
| Pacing | Shared milestones and deadlines | Individual progress through the course | Independent lessons plus scheduled project checkpoints |
| Feedback | Work can arrive in weekly batches | Work can arrive throughout the month | Published review windows |
| Interaction | Shared context makes group activities easier to schedule | Members may be working on different lessons | Topic-based discussions and optional calls |
| Main constraint | The group must fit a shared timetable | Learners must manage their own pace | You must explain two schedules clearly |

## Separate four decisions before choosing your label

Write an answer to each of these questions. You'll get a more precise offer than “It's a hybrid course,” which can mean almost anything.

1. **Enrollment:** Can students join today, or only before the next start date?
2. **Pacing:** Do they follow weekly deadlines, recommended milestones, or an entirely personal timetable?
3. **Attendance:** Are live sessions required, optional, or absent?
4. **Support:** Do they receive individual feedback, group answers, peer review, or self-assessment?

For example, paired practice may need scheduled attendance. If students can demonstrate the same outcome through an individual submission, asynchronous review may be enough. Choose attendance around the task.

Add the duration of access as a separate offer term. Finishing a six-week group program doesn't automatically mean losing access to its recordings. Equally, lifetime lesson access doesn't automatically include lifetime personal coaching. State both promises on the sales page.

For example, a learner could buy prerecorded lessons with recommended weekly milestones, optional monthly calls, and two assignment reviews within ninety days. That is a specific service you can price and deliver. It also tells the learner what to do if they progress slowly.

![Four separate arrangements show enrollment as a group or individual, shared or independent pacing, a clock and recording, and hands reviewing a project.](data:image/jpeg;base64,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)

_Enrollment, pacing, attendance, and support are separate choices. Set each one deliberately before calling a course cohort-based or self-paced._

## Choose a cohort when shared timing does useful work

A cohort is worth considering when students need to discuss comparable drafts, practise with a partner, or build a project in stages where feedback on one stage changes the next. Shared timing can give those activities a place in the calendar.

Imagine an illustrative four-week portfolio course. In week one, students choose a project. In week two, they submit a rough version. In week three, they compare choices and revise. In week four, they present the finished work. Group review is easier to organize because the learners are facing the same decision at roughly the same time.

Now consider the tradeoff. Someone who misses the second week may arrive at the review without a draft. You'll need a catch-up route, an extension policy, or a way to join a later group. Decide that before enrollment opens, rather than improvising it when a learner has a difficult week.

A cohort is also a reasonable first delivery format when you want to observe where your curriculum confuses students. That doesn't require broadcasting every lesson live. You can keep explanations recorded and spend shared time examining student work.

## Choose self-paced delivery when flexible timing is part of the value

Self-paced delivery makes sense when students have different work schedules, start with different experience, or need access to particular lessons when a problem comes up. A software course, for example, might help one student this week with importing files and another next month with preparing an export.

Give those students an obvious route through the material. A recommended sequence, small practical tasks, and examples of finished work can provide structure while leaving the timetable flexible. Start with the [course creation guide](https://schoolmaker.com/course-creation-guide) if you still need to define that sequence.

The limitation moves from live scheduling to ongoing support. If you promise an instructor review for every submission, you will still have work to do after recording the course. Students may submit at different times, and you'll need a review process that works throughout the year.

Don't add mandatory calls merely to make the offer sound more valuable. [Cornell's online active-learning guidance](https://teaching.cornell.edu/resource/active-learning-online-teaching) notes barriers such as time zones, internet access, and unsuitable study environments. Provide a meaningful asynchronous route when attendance would exclude the people you're trying to help.

## Calculate the support capacity before deciding the group size

Here's an illustrative weekly budget for a creator who has six hours available for delivery. Replace each input with your own estimate, then time a practice review to see whether your estimate is plausible.

Worked example: six weekly delivery hours

| Work | Minutes per week |
| --- | --- |
| Total time available | 360 |
| Live session | 60 |
| Preparation and administration | 45 |
| Questions and group discussion | 45 |
| Buffer for unexpected work | 60 |
| Time left for individual reviews | 150 |

If one learner's assignment takes ten minutes to review, 150 minutes leaves room for fifteen reviews that week. The calculation is: available delivery time minus group work and buffer, divided by expected review time per active learner.

**That is a review limit, not a recommended class size.** It assumes one submission per active learner per week, with follow-up handled inside the reserved time. If revision reviews need another ten minutes, the same budget supports only seven learners receiving two full reviews each, with ten minutes left over. If students submit several assignments, count those as well.

Run the same calculation for self-paced delivery. Estimate how many active students may submit during your busiest week, including students from earlier enrollments. Ongoing sales can create overlapping support commitments even when the videos are already recorded.

If the budget doesn't fit, change the promise: fewer reviewed milestones, a smaller group, a longer review window, or extra teaching help. For practical review design, use [SchoolMaker's consultations feature](https://schoolmaker.com/features/consultations) as a possible delivery option; decide the service first.

## Build a hybrid course around the help learners need

A useful hybrid might combine recorded explanations with a scheduled project clinic. Students study independently, submit the part they want reviewed, and attend the clinic if they can. The recording and a written next step give absent students a route forward.

Another option is periodic cohorts around an existing self-paced course. The content stays available, while an optional group sprint gives interested learners a shared finish date. Explain whether joining the sprint changes their support entitlement or only the recommended timetable.

Keep the calendar readable. Put required deadlines in one location and label optional events clearly. Avoid giving students a lesson schedule, a call schedule, and an unrelated community challenge that all compete for attention.

## Price the commitment and test a small delivery cycle

A live format doesn't justify a higher price by itself. Your price needs to make sense for the outcome, the audience, and the help included. A specialised self-paced course with careful assignment feedback may involve more instructor work than a cohort with one group call.

Use the [course price calculator](https://schoolmaker.com/tools/online-course-pricing-calculator) as a planning aid, then compare the promise with your actual capacity. On [SchoolMaker's pricing page](https://schoolmaker.com/pricing), check the current plan details rather than assuming every delivery arrangement needs the same plan.

Before committing to a permanent format, deliver one small cycle. Record how long preparation, questions, reviews, and follow-up take. Ask where students needed help and examine their finished work. Attendance and video completion can tell you about participation; the project tells you what the student can do.

Choose the format that makes that project achievable for your learners and repeatable for you. Then write the enrollment, pacing, attendance, support, and access terms into the offer so everyone starts with the same expectations.

## Build the rest of the learning journey

You can also [design your first-week onboarding](https://schoolmaker.com/blog/online-course-onboarding) and [plan assignment feedback and revisions](https://schoolmaker.com/blog/online-course-feedback). These decisions work together: set the pace, help the learner start, and make the next useful action clear.

— Alexandru Golovatenco, SchoolMaker
