Category: Teacher Improvement

  • Why Teachers Should Blog

    First, let’s address the dumb word. Blog.

    Sounds like a Star Wars villain.

    "You'll never catch me, Skywalker!"
    “You’ll never catch me, Skywalker!”

    It’s short for Web-Log, but nonetheless, the term is a poor approximation for the amount of good stuff happening online.

    Kate Nowak–at least 20% of the brains behind Mathalicious–asked for some input on Teacher Blogging, so here it is:

    1. What hooked you on reading the blogs? Was it a particular post or person? Was it an initiative by the nice MTBoS folks? A colleague in your building got you into it? Desperation?

    Desperation. During my first year teaching, I found myself regularly journaling, “There hasB got to be an easier/better/more fun/cheaper way of teaching this concept”.

    After exhausting my master teacher (and getting plenty of good ideas from her), I took to the internet and found teacher blogs: people who were not only sharing their successes, but also their failures and shortcomings. I would find a cool lesson and read about a teacher in Mississippi whose 6th period was just as unruly as my 3rd period.

    As a first-year teacher, that feeling was like being back in the first grade and finding out that Jeremy struggled with chin-ups, too.

    2. What keeps you coming back? What’s the biggest thing you get out of reading and/or commenting?

    The collection of math teachers online is like having a staff lounge with only trustworthy, non-grizzled, innovative veterans, all of whom will happily share all their secrets for free.

    If such a thing existed in the automotive business, all cars would run on tap water and get 400 miles per gallon.

    In commenting, I get to share my own [limited] experience with teachers, many of whom are new to the gig. It feels like giving back.

    And it’s real humbling to see big names in Education commenting also, or people giving comments much more astute and helpful than my own. It’s good to be humbled sometimes.

    3. If you write, why do you write? What’s the biggest thing you get out of it?

    I love running my new lessons through a checkoff of sorts. Through blogging (and Twitter) I can ask teaching questions to a specific audience and get only the advice I want. Example below; read a few of these:

    I asked people across the state about a project my class was doing and got all those responses within 24 hours. Not bad.

    4. If you chose to enter a room where I was going to talk about blogging for an hour (or however long you could stand it), what would you hope to be hearing from me? MTBoS cheerleading and/or tourism? How-to’s? Stories?

    A few things:

    Tier your instruction (eh? Get it?) so that you can address both the non-bloggers and the established bloggers. Do that by describing what blogging is in its ideal form. That will inspire a beginning in those that don’t blog yet, and an advancement in those who already do.

    Emphasize how easy it is to join. When I spoke on Twitter last month, I called it “a wide rushing river that is full of chatter and intimidating to look at, but dipping your toes into it is easy.”

    On your blog, you mentioned “written, public reflection”. Touch on how the worst employees in any profession are those accountable to no one. Written, public reflection provides a respectful vulnerability. There is something powerful in two parties saying, “I’m imperfect and I need help,” and “So are we, here are some ideas.”

    Good luck.

    ~Matt “Romanticized and Touchy-feely” Vaudrey

  • #HowToLearnMath by Jo Boaler – Week 1

    I admit, I’ve been slacking.

    Much like when I was in college, the online courses don’t command my attention unless I pick time during the week to dedicate to them.

    As a result, I’m a little behind in the How to Learn Maths course by Stanford professor Jo Boaler, though it’s not from lack of solid material.

    (Truth be told, I had a busy weekend and had a lot on my mind.)

    To that end, I’m posting here my Concept Map (not really) for the discussion of why students are averse to maths education.

    As you can see, the Easy and Practical maths (Quadrant I, top right) are brightest because they’re easiest and quickest to consume. While I can’t speak for the U.K. or other areas, the United States is very interested in quick consumption and disposal with no lasting effect.

    …this extends to their math as well.

    Quadrant I holds maths that are quickly calculated using simple formulas and requiring no greater understanding of mathematics. These are especially appealing to American teenagers; the Big Mac of maths, if you will.

    Quadrant II (top left) is math that is easy to grasp, but not typically applicable to real life. Many of the 3-Acts fall into this category, and that’s okay.

    Quadrant IV (bottom right) is math that is easy to do, but won’t be used often in real life. If it can be done easily in Excel or Google Sheets, it goes here.

    And the student interest fades with the colors as we travel to Quadrant III (bottom left) where math is difficult, uninspiring, and never used again after the course.

    I asked my (physician) father if I should take Calculus 2 and 3 in college. He responded, “Only if you want a job as a very narrow form of geek.”

    I’m now a math teacher.

  • Teacher Report Card – Google Form

    UPDATE 2018 March 7: There are now copy-able Google forms for Teachers, Coaches, and Administrators.


    I went big this year.

    My usual “Teacher Report Card” has been put to Google for quick data analysis.B

    Here’s a copy that you are free to save to your own Google Drive, if you so desire.

    Stay tuned for the data analysis. I’ll be posting the spreadsheet hereB unedited, because too many people are thinking I’ve got my act together, and it’s time to set the record straight. Here’s a paraphrased quote1 from Dave Burgess:

    Looking at my classroom, some think that creativity just comes easy to me. This isn’tB easy for me. There were dozens of times I’ve brought new ideas to the class and they’ve bombed terribly. No, the reason teachers succeed is because they failB so often, and it’s usually messy.

    In truth, good teaching is making lots of grand mistakes2, then fixing them. (Michael is a fine role model in this regard.)

    In teaching, you rarely notice you’ve made a mistake until it’s too late.

    More on mistakes with the follow-up to this post next week.

    ~Mr. V

    Also, here is a hard copy for download, in case a digital survey isn’t plausible in your class:B Teacher Report Card – Hard Copy

    1. English teachers, I know those two terms are contradictory.b)
    2. See Daniel Dennett for more on this.b)