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Teaching College Math

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See ya at ICTCM

March 11th, 2010

This weekend I’ll be in Chicago at ICTCM.  Here are my presentations and where you might be able to find me:

Thursday, March 11:

  • New Ideas for Online Resources (part of a short course) 1:30-2:15pm

Friday, March 12:

  • Wolfram Research Booth, 9:30-10am
  • Emerging Technologies Panel, 10:30am-12:15pm
  • Wolfram Research Booth, 12:30-1pm (I think someone better bring me lunch!)
  • Presentation: Mathematweets, 1:30-2:15pm
  • Tweetup (hotel bar): 8:30pm-whenever

Saturday, March 13:

  • Computer Short Course: Wolfram Alpha: Recalculating Teaching & Learning, 8-9:45am
  • Wolfram Research Booth, 9:45-10:30am
  • Wolfram Research Booth, 1:30-3:00pm

If it seems like I’m not posting much this week, I’ve got a little prepping to do. :)

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Twitter Weekly Link Roundup for 2010-03-07

March 7th, 2010

Miscellaneous …

  • Do you think that Technology Skills should be a broad category on this list of transferable skills? http://bit.ly/Ljluw #
  • RT @Goamick: Webpage for the Emerging Digital Technologies Certificate program at Central Lakes College http://bit.ly/bafVaj #
  • Ultimate Rube Goldberg … This too shall pass http://www.youtube.com/watch?v=qybUFnY7Y8w #
  • All faculty meetings should be run in Pecha-Kucha format. 5 minutes, 20 slides. Anyone can talk, but that’s all you get. #
  • The data coming in from my dissertation survey is fantastic … fantastic I tell you! All becomes clear sifting through it. :) #
  • Need a shoebox to store my 2010 business receipts. This means that I have to buy a pair of shoes. Shoes are (therefore) a business expense? #
  • The ability to find a single quote on one of the 250 assorted papers by just searching for “real-world” is stunning. I love A.nnotate! #
  • I know that I’ve said this before, but everyone should have an illustrator on hand to create last minute images for presentations! #
  • How do you edit a hyperlink in @prezi … every time I click on the text I want to edit, Prezi jumps to the hyperlink #
  • Anyone know how to re-order the layers in @Prezi? Is there a way to do it? #
  • Aha! RT @derekbruff the prezi pop-up menu (when you select an object) has send backwards and send forwards commands. #
  • Common sleep disorders in Academia: http://www.phdcomics.com/comics.php?n=1287 (thanks Fred!) #
  • RT @moehlert: Innovation results from daily creative behaviors and actions, from:TEDx http://bit.ly/70YoXh #innovation #creativity #
  • RT @suburbanlion plenty of rising tension in algebra (& rising frustrations), but it could really use an exposition, climax & resolution #
  • RT @gsiemens: More on robot teachers: http://bit.ly/cq7ugM // for those who think educators can’t eventually be outsourced #
  • RT @chronicle: Generation X professors say they don’t want to spend as much time on work as their academic elders have. http://bit.ly/daV1fF #
  • I propose a tweet up on Friday night for #ICTCM. Anyone? #
  • I am collecting GOOD vetted math games into a mindmap. I need people to help with a rubric for evaluating and to play games. :) Anyone? #
  • Using Technology to Engage Today’s Math Students http://bit.ly/cpnqaO (today’s presentation) #
  • Do I get extra points for making the punchline “Resist the urge to be an academic zombie!” #
  • Presentation is done. Audience broke out into spontaneous applause in middle of presentation. Good sign! #
  • #ICTCM Tweetup Friday night at 8pm in hotel bar? #
  • Flying is SO much easier with Medallion status. Much less stress. #
  • Airports turn out to be a great place to deal with email, provided you have a Broadband2Go card. #
  • Finally installed offline gmail and offline google docs clients. This will allow me to catch up on “reply” emails on the next flight. #
  • Just spent 3 hours in fascinating conversation with Peter Bishop. I think we’re going to co-teach a course on simulation games. :) #

About Playing to Learn Math …

  • What if LOTR (http://xkcd.com/657/large/) had to be learned textbook-format? http://screencast.com/t/ZjA2NWJkZjU #
  • “The brain is made to fill in blanks.” - Raph Koster, A Theory of Fun http://screencast.com/t/OTQ3Njcw #
  • “a simulation or a formal system where choices and rules are important” … know what that is? It’s a definition of a game … or algebra #
  • Games are exercises for the brain: http://screencast.com/t/ZDg3NjAxYT #
  • It’s no fun if someone tells you the “cheat codes” every time the going gets a little tough. Yet, isn’t that exactly what we do in math? #
  • “Fun from games arises out of mastery. It arises out of comprehension. It is the act of solving puzzles that makes games fun.” - Raph Koster #
  • “Boredom is the brain casting about for new information. It is the feeling you get when there are no new patterns to absorb.” -Raph Koster #
  • Algebra grows boring, because, as presented in the modern-day context, it presents no cognitive challenge. Rules are given to the student. #
  • There’s no “one size fits all” model of education, but we need more inquiry-based learning in math, and guess how we’re going to get it? #
  • Trick for educational games is walking a delicate balance between boredom because of easy gameplay and boredom because of frustration. #
  • Factoris by Hotmath … a fantastic game that teaches multiplication as area, factors, and spatial relations http://bit.ly/9uhSJF #
  • Some of these so-called educational game websites should really consider taking down some of their “games” … they’re BAD. @funbrain #
  • We need quality control … the bad games are like the bad apples in teaching. Some sites with fantastic games also have bad ones. #
  • I think Gamequarium must be the worst offender re: quality control in what they call a “game” #
  • I am now building my @prezi presentation on “Playing to learn math” in the style of a game board … #
  • How do I get somebody to learn something that is long and difficult and takes a lot of commitment, but get them to learn it well? -James Gee #
  • (that last quote was about designing video games, BTW, not math … interesting parallel, huh?) #
  • This stinkin’ presentation is even more complicated than “How can we measure teaching and learning in math?” - will I finish it by Saturday? #
  • Is it just me, or is there no way I’m going to be able to answer this secret question? http://screencast.com/t/M2IyOTRiY #
  • Here’s what the layout of the whole presentation looks like: http://screencast.com/t/ZGNjMTY3N2Yt #
  • After 12 straight hours building this presentation (which doesn’t include reading or thinking time sunk already), I’m going home. #
  • Sidenote: There should be a bit more about the research that supports game-based learning, but I’m too tired. Going w/ philosophy instead. #
  • The problem with inquiry-based learning is that it would take to long to reconstruct math yourself: http://bit.ly/9dQ5I0 (hee hee) #
  • Playing to learn math? Prezi about why we should use games in math ed: http://prezi.com/r2lbb3lfomg5 #
  • Surprised that nobody has made the little leap of realization this morning. There can only be one conclusion after seeing the presentation. #
  • About two years of research and reflection begin to pour out of me in Saturday’s presentation. Let the floodgates open (at least a little). #
  • Kind of curios, actually, what I will actually say … Interesting to see what insights I have under pressure. #

Tweets from #lrnchat …

  • Is it heretical to say learning is fun, training is not fun? #lrnchat
  • Training is prescribed learning, right? Like when doctor that you need to eat healthy, better if motivation is internal. #lrnchat #
  • Just had a great grok: Participating in fast-paced #lrnchat is great preparation for interviews and Q&A at the end of talks. #lrnchat #
  • There’s a question … what comes first, the motivation to be trained or the training to motivate? @tidmarshm #lrnchat in reply to tidmarshm #
  • Maybe we should rename training and learning, call it “playing”. Read: A Theory of Fun (fun = brain mastering something new) #lrnchat #
  • How many of the 10 ways to learn (http://bit.ly/9Pbvxs) get used in training? Maybe we should look there to improve training. #lrnchat #

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Playing to learn math?

March 4th, 2010

This presentation, built yesterday, is my philosophical argument for why we should be actively pursuing games as a way to teach algebra. In fact, you’ll find that many of the definitions of games and game design principles sound like they are describing algebra. Of course, the presentation misses something without my accompanying talk, but it has enough to get you started thinking about where we could be going with math education.

It took me 12 hours just to build the presentation you see below … and collaboration with my assistant and an illustrator.  I’ve been obsessively reading and thinking about this topic for about two years.

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Twitter Weekly Link Roundup for 2010-02-28

February 28th, 2010

More from ITC eLearning 2010

Miscellaneous …

  • RT @sidneyeve: Average US teen sent 3,146 texts a month in Q3 ‘09 http://bit.ly/ddsv4w (Nielsen) #
  • RT @sidneyeve: Digital literacy: Managing our privacy has become 21stC life skill (Newsweek) http://is.gd/8E2J3 thx @novusJ @bohyunkim #
  • Is there a Dr. Seuss book about digital identity or safety on the Internet? Maybe there should be? #
  • Professor totally reams a student for tardiness in an email gone viral: http://stalk.tumblr.com/post/405392607 (thanks Jill!) #
  • I scored 79/100 on the Pew Research Center How Millennial Are You? Quiz http://pewresearch.org/millennials/quiz #
  • RT @tonnet: Gmail Adds Search Autocomplete, Navigation Shortcuts, Attachment Detector, and More http://is.gd/998Ui // love attachment detect #
  • Instructor (@mcannt) frustrated with students missing due dates, blasts reminders via text msg software http://bit.ly/9vLEpL #
  • RT @CafeRico: ‘What is a 21st Century Career?’ http://bit.ly/cDFuxA // in line with my TLDA presentation #
  • Moral here is not so much about FB, but more that nobody should even joke about killing anybody, esp in education. http://goo.gl/WzmG #
  • All kinds of #math awesome: students use @Wolfram_Alpha to generate graphs & Jing to add rectangles for Riemann sums. http://bit.ly/dyQ2Hz #
  • Just out of morbid curiosity … how many of you out there in my network watch NO television (and I mean none … not just a little). #

And about the dissertation …

  • Now watching my launched dissertation survey with utter fascination. #
  • In your experience, what do typical response rates look like in a time series? What % of respondents participate in the first 24 hours? #
  • Okay … now, assume I hate to code (I think we’ve already established that). What statistical package would I like best? #
  • The only lobbying I’ve heard for a statistical package that’s easy to use (and involves little coding) is SPSS. Any others? #
  • #drpt (hr 364) First 24 hours of data response on dissertation survey looks VERY promising … provided the response rate delivers! #
  • Statistics folks: On a 5 point scale, is there a convention for which gets the highest agreement or rating, 1 or 5? #

Oklahoma Association of Community Colleges Conference

  • Now in a session called “Challenging Student Personalities in the Classroom” by Joanne Stafford (Rose State College) #
  • “College is often the first time students with ADD have an unstructured setting (no parents or boundaries).” #OACC10 #
  • We’re discussing lack of attention to detail and careless mistakes with ADD students. Irony? Cell phone just went off in this presentation #
  • Asperger Syndrome … little patience for small talk, extremely passionate about a narrow range of topics, not good at reading social cues #
  • People with Asperger often misinterpret social interaction. Have difficulty comprehending what they read (hard to see forest through trees). #
  • Everyone at this conference is wearing business attire … glad I did not bring the magic boots … today? Traditional black heels. #
  • The hotel here has me listed as Dr. Maria Andersen … not correct yet … but somewhat inspirational. Planning how to graduate by August. #

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Math ELITEs (Classrooms for Active Mathematics)

February 24th, 2010

Thanks to Diane, Gary, and Tom … who also contributed ideas to this classroom redesign project idea.

Objective: Create classroom spaces specifically for a) actively learning mathematics and b) using technology to demonstrate, teach, and learn mathematics.

elite-room

A Mathematics ELITE is an Engaged Learning Interactive Technology Environment and consists of:

1. Multiple Whiteboards

There should be enough whiteboards in the room so that 24-30 students can work in pairs at the boards. One set of boards should be lowered so that shorter students or a student in a wheelchair could participate more easily (another modification could be to use a portable whiteboard for disabled students).

elite-instructor-pov

Students rarely learn mathematics from copying the instructor’s work. When students work on the whiteboards in class, it is relatively easy for the instructor to monitor the work of all student pairs at once, stepping in to answer questions, give hints, and correct notation. Students take turns being the writer and the helper, talking over the mathematics as they learn to solve new types of problems. With an interactive board in the room, one pair of students can record their work on the interactive board, creating a record (PDF file) of all the problems worked in class that day.

crowded-whiteboards

2. Document cameradoc_camera4

Can be used for displaying documents (i.e. worksheets, going over a test key, etc.). In a classroom with math manipulatives (i.e. fraction strips, base‐10 blocks, etc.) , these can also be displayed to the class via the document camera.  Scientific and graphing calculator demonstrations can also be shown using a document camera.  It can be helpful to have a mini whiteboard to use with the document camera.

3. Computer station, laptop connection, and ceiling projector

Many simulations and interactive demonstrations (e.g. NLVM, Wolfram Demonstrations) are now emerging on the Web as a way to demonstrate mathematics. A fixed computer station eliminates the problem of tripping over the cord and solves the problem of obstructed student views of the board. Through a laptop connection, instructors can connect their own laptop or tablet.

4. Ceiling speakers

Connecting math to real‐world applications can require extensive knowledge of other disciplines. However, the use of short video clips from the Internet can mitigate this (i.e. TED, Science Friday Videos, etc.).

5. Interactive Whiteboard

Math demonstrations can be shown by the instructor on a traditional computer. Using an interactive whiteboard (e.g. SMART board), students will be able to participate in the demonstrations up at the screen. Interactive whiteboards can be used to record the student board work (see #1). Lessons written on an interactive board can be recorded as video or as documents (PDF files). Many of our future elementary teachers will eventually be teaching in classroom spaces with interactive whiteboard technology, and it’s important that they begin to see how to use these tools effectively.

elite-student-pov

6. Math manipulatives and storage space

For many math classes (in particular, Developmental Math, Algebra, Math for Elementary Teachers, Excursions in Mathematics, College Algebra with Applications, and Statistics), the students’ understanding of mathematics can be enhanced by playing with math manipulatives. Manipulatives help students make connections between the physical world and abstract concepts. Some math manipulatives must be purchased and some can be assembled using everyday materials, but it is important to have some storage space for these close to the learning space.

7. Half‐round tableskidney-shaped-activity-table

Student seating in clusters instead of rows makes it easier to facilitate group work. Students must be able to view lessons on either the interactive whiteboard or the white board (placed on an adjacent wall), so half‐round tables are used. These tables are also nice because they provide the instructor a space to “drop in” on the group and check their progress by simply walking down the main aisles in the room.

8. Wireless Internet

Anticipating the likely possibility that most students will have a laptop, netbook, or smartphone capable of Internet access in the near future, wireless Internet is a good option for bringing computing power to the hands of students in the classroom.

9. Recording Equipment

The room should also contain some kind of easy way to record classroom activities (for later posting to the web or to help students with recording digital projects).  An easy and relatively inexpensive way to do this is with a Flip Video Camcorder and a tripod.

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Twitter Weekly Link Roundup for 2010-02-21

February 21st, 2010

Miscellaneous …

  • RT @Macharoni HP Innovations in Ed conference has free online sessions. Great conference on technology+education: http://www.hpiie.org/ #
  • Who else thinks it’s ironic that other math instructors now have a copy of my new book, but I don’t? #
  • Tonight a student used 18 beer boxes (with construction paper tops) to demonstrate using area rectangles to find factors for MathET. #
  • I am now anxiously awaiting my HSIRB approval so that I can LAUNCH research survey for dissertation. Waiting … Waiting … Waiting … #
  • RT @mcleod: New post by @jnash - Extreme Presentation Makeover http://bit.ly/b7wpk3 // great post! #
  • From participant in today’s AMATYC math & tech workshop: This was the best PD I’ve EVER been too. (has been teaching 40 years) #
  • Looking for me at #ITC10? Wearing “magic boots” that I was forced (by a fortune cookie) to buy at #ITC09. http://bit.ly/deL1yj #

MathType and LaTex Tweets

  • About 75% of my calc students type their problem sets. Not one of them has submitted in LaTeX. It’s not intuitive to learn. #
  • LaTeX: HTML as MathType: WYSIWYG. It’s THAT simple. One is not ‘better’ than the other. They are both necessary and not mutually exclusive. #
  • I think the LaTeX / MathType divide is also 4-yr vs 2-yr campuses. I’ve given workshops on six 2-yr campuses, met 2 people who used LaTeX. #
  • None of the LaTeX users ever took me up on this challenge: http://bit.ly/dtZS4Z Will be happy to accept YOUR challenges too. #
  • Use Jing to record yourself typing the document challenge. We’ll see who wins on time and ease of use. #
  • Equation challenge is like Typeracer … For math. Now you have to post a document too to challenge me. :) @RobertTalbert: @samjshah #

ITC eLearning 2010

  • You can find the mindmap for Web 2.0 Applications here: http://bit.ly/dDdLb0 I added the links from the lost save this morning. #ITC10 #
  • Got to look up ‘loosely coupled online gradebook’ … Out of BYU. #
  • 7 Signs of Academic Zombification … Apathy, agressiveness towards non-zombies, etc. #ITC10 #
  • LMS = machine of institutional control … Ha! #ITC10 #
  • RT @cmduke: #itc10 is LMS the educational Panopticon? http://j.mp/aoh9Lu #
  • #ITC10 @jimgroom will be preaching to the choir on Sunday morning! #
  • RT @barrydahl: 1st video posted from Late Night Learning Live at #ITC10. By popular demand - The Slacker Tracker: http://bit.ly/d2xIAp #
  • RT @barrydahl: Late Night Learning - 1st 5 minutes of the zombies segment, including Cheat Line advertisement. http://bit.ly/95yoGw #ITC10 #
  • RT @barrydahl: Last 10 mins of zombies segment. Ed Tech Survivalist & Catfish Woodward. http://bit.ly/a7W5dA #ITC10 #

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Prime Number Manipulatives

February 19th, 2010

tcm_blog_button2For those of you who are curious what we were actually doing in class in yesterday’s post (Record with a Document Camera and a Flip), we were “fingerprinting” the factors of composite numbers with their prime compositions. The wooden “prime number tiles” are created using the backs of Scrabble tiles and the white tiles you see on the board are the student version of the prime number tiles (each of them cut out a sheet of their own prime number tile manipulatives at the beginning of class).  Just for the record, I would like to confess to destroying more than 5 Scrabble games in the last 6 months.

I tell students that the prime numbers are like the building blocks of the whole numbers, in the same way that the nucleotide bases (adenine, guanine, cytosine, and thymine) are the building blocks of DNA. It was ironic, then, that at the end of our prime factorization fingerprinting, the board looked (to me) the way an agarose gel electrophoresis looks.

doc_camera0

You can also use the prime number tiles to line up the prime factorizations of two numbers (leaving spaces when the prime is not in both numbers) and read the GCF as the intersection of the two lines of tiles and the LCM as the union of the two lines of tiles.

doc_camera_lcm

doc_camera_gcf

I’ve tried explaining these concepts in writing before (circling common factors and using colors or highlighting to show the steps), but the ability to easily rearrange the prime numbers after they’ve been found makes all the difference.  Students find the prime factorization using a factor tree or short division, then place out all the tiles for each number.  At this point, they can rearrange each row into least-to-greatest order.  Then line up the primes, bumping the whole row when there is no overlap in primes between the composite numbers.

We also were able to look at more interesting problems now that students could “see” the inner workings of the factorizations better.  For example, find a pair of numbers with a GCF of 42 and an LCM of 4620 (you may not use the “trivial” answer of 42 and 4620).  By constructing a “board” of prime number tiles, starting with the factorization of the GCF and the LCM, students begin to see which primes have to be in the two numbers and which can only be in one of the two numbers.  Note that there will be more than one answer here … which is another interesting discussion to have!

I’ve never seen “prime number tiles” in any math manipulative kit … they were just something I created last semester.  I think this method of using Prime number tiles would also be helpful with explaining how to find the GCF in the factoring unit of algebra, and with explaining how to find the LCD in fractions.

Feel free to print the prime number tiles and use them in your own classes if you’d like.

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Record with a Document Camera and a Flip

February 18th, 2010

tlda_blog_button2

In my Math for Elementary Teachers (MathET) course, we do a lot of work with math manipulatives, puzzles, and games of various sorts.  Some of this work can be done with virtual manipulatives, but only if all the students have a computer too.  As a result, we do a lot of classroom work with old-fashioned hands-on math manipulatives, and I demonstrate using a document camera.

Since the beginning of Fall semester, I’ve been trying to figure out how to record these hands-on demonstrations to put in the online course shell, but the best I could figure out was to hold my little Flip video camcorder with my left hand while I write and rearrange the board with my right hand. (Note that there is not room on the document camera station for a tripod.)  Unfortunately, this results in a shaky video, it is tiring, and it’s hard to do everything with one hand.

After doing this for about six months, on Monday I had this flash of insight (one of those ideas where you wonder why it took that long to have the idea).  I was considering the idea of using masking tape to affix the Flip to the Doc Camera during class (which wouldn’t work because of the need to press the on/off button) … and I realized that I had a very simple solution in my pocket.

doc_camera4

Here’s a closeup:

doc_camera2

This works surprisingly well.  The top and the bottom of the viewing area are a bit cut off, but with a little experimenting, and knowledge of where the working area is, this is a surprisingly slick and cheap way to record.  I also recommend having a mini-whiteboard so that you can circle items, write notes, and generally “mark up” the viewing area without doing any damage to your document camera.  The glare off the whiteboard does create a slight glare spot on the image, but it’s much easier than using sheet after sheet of paper (picking up the manipulatives between each sheet of paper).

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Twitter Weekly Link Roundup for 2010-02-14

February 14th, 2010

Miscellaneous …

  • My Calculus students have taken to @WolframAlpha like ducks to water. #
  • “Usually I go to an 8-hr workshop expectiing 15 minutes of useful info. Not sure what to do when I get 8 hours worth.” participant yesterday #
  • Found a reason to like grading papers on a tablet (instead of on paper) … can erase red pen marks when necessary. #
  • Why is it that doorframes are designed for the tallest, but gym towels are designed for the smallest? #
  • RT @eLearnMag: eLearn Magazine welcomes @busynessgirl as higher education editor to its masthead! http://tinyurl.com/eLearnEds #
  • Math teachers CALL TO ACTION: Please submit feedback on http://bit.ly/botOXY about why W|A’s graph of LN(x) is a pain for teachers. Thanks. #
  • Improving Teaching Will Require Strategic Thinking http://bit.ly/aDz2fs (from my advisor … A. Beach) #
  • Not entirely sure how, but I got one ticket to view the March 18 Space Shuttle launch. #
  • RT @mrch0mp3rs I’m reading: Demo: Google Liquid Galaxy http://bit.ly/cjDdXC // this IS pretty cool. #
  • This is my last weekend at home for six weeks. Trying to get ahead of myself. #

Need a Red Stamp …

  • Grading calculus exams … #needaredstamp for “Your mistake made this problem WAY easier. Fatal error.” ##needaredstamp “Did you really think I was THIS mean?” (for students who do pages and pages of work for one problem) #
  • #needaredstamp “Interesting how your ability to quickly do 100% correct homework does not correlate with your ability to do test problems.” #
  • #needaredstamp “Bad bookkeeping: Distribute the negative please.” #
  • #needaredstamp “It will take me more ink to explain what’s wrong than you used to do this problem in the first place.” #
  • #needaredstamp What do you think of this? http://screencast.com/t/MWZjYjMyMj :) #
  • #needaredstamp “You’ve mixed up the derivative and the integral.” #
  • #needaredstamp “Your lack of notation is killing me … and your grade on this problem.” #
  • RT @jbrtva There should be a complementary #needaredstamp for “Your mistake made this problem WAY harder than it was originally.” #

Dissertation Reports …

  • Geezus! These HSIRB applications are like 20 pages long … time to make coffee. Sigh. Does this process ever get easier? #
  • The minimum time I’ve been able to summarize my dissertation is one hour. Now I have to write a 1-page abstract. Sigh. #
  • #drpt (hr 356): HSIRB Paperwork is MUCH lengthier than expected. This is a flaming educational hoop if I ever saw one. #
  • #drpt (hr 357): Still working on HSIRB… confidentiality of data, recruitment of participants. Confused about who is “researcher” me or A? #
  • #drpt (hr 358): Unsure whether it’s okay to force participants to answer all questions in order to enter the drawing. Will have to ask A. #
  • #drpt (hr 359): I can’t even explain the whole study in an hour … how on earth am I supposed to write a one-page abstract? #
  • #drpt (hr 360): Printing copies of EVERYTHING to take to my meeting with my committee in Kalamazoo. #
  • #drpt (hr 361): Dissertation proposal officially blessed by committee. Ready to rumble! #
  • #drpt (hr 362): Revisions of HSIRB proposals … hand-delivered to HSIRB office at WMU.

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Sorry … busy week

February 12th, 2010

The simultaneous convergence of budget paperwork for the college (and the classroom redesign for two rooms), a deadline for a major project, a deadline for several marketing pieces for the new book, and the defense of my dissertation proposal have pushed all blogging out of the picture until at least the weekend.

There are so many things to blog about this week, like the Math ELITEs we’ve designed and the multiplication “bones” presented by a student in MathET.  I also owe you all an installment of OYDS.

I’m about to embark on six weeks in a row where I will be out of town on the weekend: Dallas, Oklahoma City, Indianapolis & Houston (same weekend), Chicago, Orlando, and Austin.  Blogging may be a bit sporadic as a result, but I will try to keep up!

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