## Posts Tagged ‘119’

### Assessment Idea for Calculus I: Near Final Draft

August 18, 2014

Sorry about the two month hiatus—Dana Ernst sucked me into a great research project about games with finite groups.

I previously wrote about my plan for calculus I. Basically, it is this:

1. I give the students a list of learning goals. These are much finer than I have done in the past, which means that there are many more of them.
2. I give students quizzes in class.
3. For each quiz question, the student solves the problem as best as she can.
4. Here is the important part: after solving the problem, the student reviews her work and determines which learning goals she has met.
5. She indicates exactly where she met each learning goal. If she does not claim a learning goal, she does not get credit for the learning goal.

This basic idea has not changed; I have decided to go for this to see how it works. I have made a couple of changes since last time, though:

1. I change my learning goals (see below for a list).
2. I am only requiring that they demonstrate mastery of each learning goal four times, rather than the six that I previously had. There just is not enough time to assess that much, considering that I try to give my students at least twice as many attempts as is required. I am able to cut from six to four by scaling down homework: I previously required at least three demonstrations on a quiz and up to three demonstrations on homework, but I have changed this to requiring at least three demonstrations on a quiz and up to one demonstration on homework.
3. I change my quiz template to include a margin on the left side. This is where students will write their code for each achieved learning goal. They then need to circle exactly where the learning goal is met, and connect that circle to the code. This should make the quizzes easier to grade and easier to read (less messy). I think that I am not going to require that this be done in a different colored pen, either.

I think that is mainly it. I have included drafts of my learning goals and syllabus (sorry for being three weeks late on this, Robert) below. Please see my previous post to get an idea of what students will do with their quizzes.

As always: feedback is welcome.

View this document on Scribd
View this document on Scribd

### Summer Plan

June 11, 2014

My family and I agree that things work best when I work pretty strict hours—I work 7:45 am to 5 pm during the school year. I do very little work at home. However, I need to do a lot of prep work during the summer to make this possible. Because of this, I work a lot in the summer (we allow for 6 weeks of vacation for the year, so the default mode for the summer is “work”), although my hours are now 8:15 am to 5 pm.

Here is my plan for the summer:

1. Take care of all of the annoying paperwork-type-stuff that needs to be done. This includes some work that I do every summer: updating my CV, updating websites, and reading and summarizing course evaluations. I also have some jobs that are particular to this summer, such as determining which mathematics courses should be considered for transfer credit at some neighboring colleges. (I am happy that I have already done this entire item).
2. Do some reading about redesigning general education requirements. My college is considering restructuring these requirements, and my main goal for the summer is to try to determine (along with my other committee members) some sort of reasonable process for this. Fortunately, this is paid work (mostly).
3. Plan my geometry (and prob/stats/graph theory) course for elementary education majors for the fall. This is also done, largely because I taught this course in the spring. I kept detailed notes (I am grateful I did this), and I mainly updated this course by building in more feedback. In particular, I wrote all of my quizzes for the semester, created solution videos for each quiz, and updated my examinations.
4. Plan my calculus course. I am planning on using Team-Based Learning, which I learned about from Eric Mazur in this video. Again, planning includes (in chronological order) creating all learning goals, creating all assessments, and creating all class activities. When the semester comes, my main task will be briefly reviewing the plan, adapting that plan based on the students’ needs, recording what actually happened (and how I might improve things next time), meeting with students, and grading.
5. Do research. I have 3–4 papers that I need to write up, and I hope to re-start work on two projects that have been on hold for too long.

Finally, one benefit of working during the summer is you can be amazingly productive. I am often the only person here, and I can be very productive in such an environment.