Category Archives: Education

July 25, 2014, 1:17 pm

Clients, not customers

3313998177_d38c471257_mThis morning the Chronicle had an article with the expertly-crafted headline “5 Dirty Words Admissions Offices Should Embrace”. The first one of these was “customer”:

Many people who work at colleges dislike the word, preferring to call students “students.” But as more Americans question the value of higher education, Mr. Niles said, institutions must think more like businesses, with customers to please, customer-service to enhance: “It gives you a sense that you have a responsibility to them.” Colleges exist to serve students, he insisted, and not the reverse. It’s worth noting the terms used every day in admissions offices include “inquires,” “prospects,” and “suspects.”

(Ed.: “Suspects”? Really?) Unsurprisingly this generated a number of comments, some of which may contain actual dirty words.

As much as I’m uncomfortable with business-buzzword …

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May 19, 2014, 12:25 pm

Technology, learning, and institutional mission statements

13164220234_91e79f4575_mRight now I’m preparing for a talk I’m giving next month, in which I’ll be speaking on using technology to connect students, faculty and institutions to the fundamentally human activities of learning and growth. Of those three groups – students, faculty, and institutions – I’m finding it to be a lot easier to talk about students and faculty and their relationship to technology than it is to talk about institutions. I’m wondering: Why is that?

After all, people are messy – we are a combination of social backgrounds, economic statuses, geography, past learning experiences, attitudes, preconceptions and more. When we advocate for the “use of technology” in learning, this phrase has to take all of these aspects of each person involved into account. That’s what makes the “use of technology” hard – and it explains why simplistic applications of technology in…

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April 28, 2014, 12:00 pm

Flipped learning skepticism: Is flipped learning just self-teaching?

3366045227_b2c630bde5_mI had to take a bit of a hiatus for the last two weeks to finish up the semester and to give and grade exams. Now that this is over, I wanted to come back and address some of the comments in these two posts. Specifically, many of those comments are principled skepticisms of flipped learning and the flipped classroom, and rather than bury my responses in an already crowded comment thread, I thought they deserved to be brought up point by point for discussion.

Here’s the first one to bring up, and it’s a tough one. This (and many of the other topics I’ll be bringing up) come directly from Manda Caine’s comment on one of those earlier posts. She said:

When my colleagues and I have [taught with a flipped classroom], students do not perceive that a professor is teaching them at all, so we have comments such as, “We could just do this at home” or “Why am I paying all this…

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April 8, 2014, 2:58 pm

The problem is not the students.

Last week I posted what I considered to be an innocuous and mildly interesting post about a proposed formal definition of flipped learning. I figured it would generate a few retweets and start some conversations. Instead, it spawned one of the longest comment threads we’ve had around here in a while – probably the longest if you mod out all the Khan Academy posts. It was a comment thread that made me so angry in places that it has taken me a week to calm down to the point where I feel I can respond.

It takes a bit of backstory to explain why I was so emotionally worked up over some of the comments in that thread, so bear with me for a minute.

We’re in week 13 of our semester here. I am teaching three courses (two preps), all using flipped learning models. One of these courses is part of the General Education curriculum, and the other serves mostly students in the CS…

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March 18, 2014, 4:34 pm

What should mathematics majors know about computing, and when should they know it?

5064804_8d77e0d256_mYesterday I got an email from a reader who had read this post called What should math majors know about computing? from 2007. In the original article, I gave a list of what computing skills mathematics majors should learn and when they should learn them. The person emailing me was wondering if I had any updates on that list or any new ideas, seven years on from writing the article.

If anything, over the past seven years, my feelings about the centrality of computing in the mathematics major have gotten even more entrenched. Mostly this is because of two things.

First, I know more computer science and computer programming now than I did in 1997. I’ve learned Python over the last three years along with some of its related systems like NumPy and SciPy, and I’ve successfully used Python as a tool in my research. I’ve taken a MOOC on algorithms and read, in whole or in part, books…

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March 11, 2014, 2:34 pm

Getting off on the right foot in an inverted calculus class

5524669257_ab67585fd0_mIn the previous post about the flipped/inverted calculus class, we looked at getting student buy-in for the flipped concept, so that when they are asked to do Guided Practice and other such assignments, they won’t rebel (much). When you hear people talk about the flipped classroom, much of the time the emphasis is on what happens before class – the videos, how to get students to do the reading, and so on. But the real magic is what happens in class when students come, prepared with some basic knowledge they’ve acquired for themselves, and put it to work with their peers on hard problems.

But before this happens, there’s an oddly complex buffer zone that students and instructors have to cross, and that’s the time when students arrive at the class meeting. Really? you are thinking. How can arrival to class be such a complicated thing? They show up, you get to work, right? Well…

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March 6, 2014, 2:25 pm

Getting student buy-in for the inverted calculus class

370413613_6869b53f24_mSo far, regarding the inverted/flipped calculus course, we’ve discussed why I flipped the calculus class in the first place, the role of self-regulated learning as a framework and organizing principle for the class, how to design pre-class activities that support self-regulated learning, and how to make learning objectives that get pre-class activities started on a good note. This is all “design thinking”. Now it’s time to focus on the hard part: Students, and getting them to buy into this notion of a flipped classroom.

I certainly do not have a perfect track record with getting students on board with an inverted/flipped classroom structure. In fact the first time I did it, it was a miserable flop among my students (even though they learned a lot). It took that failure to make me start thinking that getting student buy-in has to be as organized, systematic, and well-planned as…

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March 5, 2014, 2:37 pm

Creating learning objectives, flipped classroom style

1206099628_f04d5d28f9_mIn my last post about the inverted/flipped calculus class, I stressed the importance of Guided Practice as a way of structuring students’ pre-class activities and as a means of teaching self-regulated learning behaviors. I mentioned there was one important difference between the way I described Guided Practice and the way I’ve described it before, and it focuses on the learning objectives.

A clear set of learning objectives is at the heart of any successful learning experience, and it’s an essential ingredient for self-regulated learning since self-regulating learners have a clear set of criteria against which to judge their learning progress. And yet, many instructors – myself included in the early years of my career – never map out learning objectives either for themselves or for their students. Or, they do, and they’re so mushy that they can’t be measured – like any…

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March 4, 2014, 2:59 pm

The inverted calculus course: Using Guided Practice to build self-regulation

7369580478_92ccf6bfbd_mThis post continues the series of posts about the inverted/flipped calculus class that I taught in the Fall. In the previous post, I described the theoretical framework for the design of this course: self-regulated learning, as formulated by Paul Pintrich. In this post, I want to get into some of the design detail of how we (myself, and my colleague Marcia Frobish who also taught a flipped section of calculus) tried to build self-regulated learning into the course structure itself.

We said last time that self-regulated learning is marked by four distinct kinds of behavior:

  1. Self-regulating learners are an active participants in the learning process.
  2. Self-regulating learners can, and do, monitor and control aspects of their cognition, motivation, and learning behaviors.
  3. Self-regulating learners have criteria against which they can judge whether their current learning status is…

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March 3, 2014, 9:00 am

The inverted calculus course and self-regulated learning

895220635_71c0ea6ee4_mA few weeks ago I began a series to review the Calculus course that Marcia Frobish and I taught using the inverted/flipped class design, back in the Fall. I want to pick up the thread here about the unifying principle behind the course, which is the concept of self-regulated learning.

Self-regulated learning is what it sounds like: Learning that is initiated, managed, and assessed by the learners themselves. An instructor can play a role in this process, so it’s not the same thing as teaching yourself a subject (although all successful autodidacts are self-regulating learners), but it refers to how the individual learner approaches learning tasks.

For example, take someone learning about optimization problems in calculus. Four things describe how a self-regulating learner approaches this topic.

  1. The learner works actively on optimization problems as the primary form of…

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