Saturday, January 30, 2016

Mrs. Freed, you taught me that!

Here is another one good thing post!

Yesterday my students were practicing evaluating functions using function notation, which really is just another excuse to practice order of operations and exponents work.  One of my students was working on a problem and called me over because he got stuck.  "Mrs. Freed, I don't know what I'm doing wrong."  I took a look, saw that he had already tried it twice, looked over what he had done and pointed out a mistake.  He was able to quickly fixed it and moved on with the problem.  I recognized this as a huge improvement from last year, and took the time to acknowledge it.

"One thing I see you doing right now is persevering when you encountered something that was challenging.  You didn't give up.  You didn't quit.  You asked for help.  You persevered.  You moved on and kept going.  This is a huge improvement from last year that I think is helping you be more successful."

He looked at me, laughed a little and replied, "Mrs. Freed, you're the one who taught me to do that!"

Next week, I'm planning on asking him what I did that helped him learn it, because I want all my students to learn it!

-Kathryn

Saturday, January 23, 2016

Checklists #MyFavorite



As I was thinking about what My Favorite thing in the classroom was I thought of checklists.  A year -and-a-half ago I wrote about why I was excited to try checklists, but now I'm on the other side of it--I have used them for a long time!

MyFav

Here's a brief summary of how I have been using checklists.  Students get a blank one at the beginning of a unit.  As we progress we fill it out.  I usually project it so students can update theirs while I walk around and give out stamps.  When students have completed something they show me and I stamp it.  At the end of the unit I calculate how many stamps is 80%, 90%, and 100%.  They MUST have a least 80% of their checklist completed to take the unit test.  I enter a score in the gradebook based on what percent of the stamps they have, but it doesn't affect the final grade.

Reasons I love the checklist:


  • I helps students (and me) stay organized throughout the unit
  • It holds students accountable to doing the work
  • Students like getting stamps :)
  • Students can look back at the end of the unit and see EVERYTHING we've done.  It gives a sense of accomplishment and reminds them "we did learn this"
  • It is the students' responsibility, emphasizing that they--rather than solely I--are responsible for their learning
Something I'm trying this unit:  I added a column to allow students a section to self-reflect at the end of the unit on each learning target.  Hopefully this will help them focus their studies!  Seeing a proficiency score next to the assignments we've done will show them what they can look at or work on to study for the test.  I'll report back (but it might take a year-and-a-half!)

Here is an image of what I use and a link below to a document:



Link to Checklist in Drive (download as word document to restore formatting)

-Kathryn

Saturday, January 16, 2016

Desmos Picture



My students in Algebra 1 are learning about functions, and we start with domain and range of relations.  Due to amazing #MTBoS resources, I had some excellent resources to integrate into a week long lesson, which started with pictionary thanks to +John Scammell (@scamdog) and his post here.


My one good thing, however, is about the performance assessment I assigned to students using +Desmos free online graphing calculator.  On our PD day at the beginning of the semester I attended a session by our curriculum director @montemunsinger about creating rubrics for performance assessments, so I used it to help set up this rubric based on my standard related to domain and range:


The assignment was to create a picture in Desmos with at least 10 relations.  In addition, students must restrict the domain for three relations and the range for three relations.  Then students complete a reflection where they explain one domain choice they made and one range choice they made.  The reflection is important to me because it is their opportunity to share what they learned, not just what they created via trial and error. Don't get me wrong, the trial and error aspect of Desmos is the only thing that makes this assignment at all possible for my students, but I want to make sure that through the trial and error process they are learning something.

So my #onegoodthing is watching my students create!  We worked on it off and on throughout almost the whole week.  Some students jumped right in and have created some awesome things, others wanted to copy a previous Desmos picture they saw, but could explain polar coordinates to me (shocker!) so I made them start over (aka not copy).  Some students needed a lot of guidance at first ("Try y=mx+b and substitute some things in for m and b until you get what you want.  Now what part of the line do you want for your picture?  How do we do that?") and then were able to take off and just ask me for help with troubleshooting when they made an error ("Why did my whole line just disappear when I did the domain?" *I check and see -7.5<=x<=-8*  "Remember to put the minimum on the left and the maximum on the right...").

Hopefully, I can get permission to post some pictures here, but let's just say I've seen Olaf, a Christmas tree w/star and presents, batman symbol, personal designs, etc.  My favorite part, however, is when the students learn about new types of relations.  "How do I make a circle?"  "How do I make an oval?"  "Can you help me make this rounded?" I don't usually get to share about circles and ellipses in Algebra 1, but we did this week!

-Kathryn

Tuesday, December 29, 2015

#5things I Need to Do this Week

5 Things I Need to Do this Week - All I have left of break is the rest of this week!

1. Organize Student Supplies
I need to do this at least once a semester.  I just put in an order to Bulk Office Supply, so once that arrives I can get to work.  I also need to make some new flower pens.

2. Label my tables
I want to have each seat at each table labeled (I'm thinking with cards) so that I can easily assign students a random seat weekly.  So far I've been doing every-other week, but I think my students would prefer weekly and I want them to see it be more random.

3. Plan the semester
As in big picture planning.  What can I accomplish?  I feel really far behind, but perhaps my goals for first semester were too ambitious.

4. Plan week one
This needs to happen in detail.  I know I want to do a group work task and that we will be starting functions in Algebra.  This is one of my favorite units and I've found even MORE great tasks to use with it!  I also want to rethink homework and bellwork and see if I need to make any changes.

5. Finalize Semester 1 Grades
All I have left to score is my Algebra final, which means I've made some good progress!  But then I have to do a second look through each class and make sure things look right.

Saturday, October 17, 2015

Rearranging Equations

To start solving multivariable equations for a variable, I have been using this task.  (Note:  For viewable files, you must download them in word.)

Here are the instructions:

 And here is an example of the cut-outs I give to each group of students:

The gist is that they have to decide which equations are derived from the "start" and explain what happened.

This is the students' first exposure to this in my classroom, so they must rely on their background knowledge solving one variable equations and with multivariable equations in the past.  Some students look for equations that have one solution in common with the "start" equation.  Some students using adding/subtracting/multiplying/dividing reasoning as we do in solving one-variable equations.  But this time I had a student use reasoning that was totally new to me, but also super-awesome :)

Her reasoning was based on comparing these equations to her prior knowledge of adding/subtracting from elementary school.  Consider the following set of equations "5 + 3 = 8" and "5 = 8 - 3"  In elementary school they were taught the relationship between these statements.  So my student used this reasoning to explain that "2x + 6y = 12" must bet the same as "6y = 12 - 2x"  ISN'T THAT AWESOME!

I feel that this is the impact conceptual understanding taught at all ages (in this case driven by common core) can be so beneficial to students.  Also can we just celebrate for a second that this student was 100% comfortable extending from numbers to algebra?  I think that is the epitome of deep conceptual understanding!

I'm excited to share this reasoning with my classes on Monday so that others can benefit from it.
-Kathryn

Saturday, August 15, 2015

First Week Plans: Algebra 1

Here are my basic plans for Algebra 1.  I have four sections of this.  Mostly freshmen, but some older students as well.  However, I basically consider it a freshmen course and work hard to help my students feel welcomed to high school, learn the structures of our school, and help them stay organized for my class.

Monday 8/24

  • Will be randomly assigned to a table as they come in.  I will meet them at the door, high five them, work on learning their names, and assign them to their table
  • Numbers about me activity.  I want to blog about this after school starts, but since I haven't yet, I'll give a little guidance. 
    • When they come in this paper will be at their tables:
    • After everyone is in class and I have taken attendance and gotten settled, I will run through a powerpoint of the answers with pictures.  And I say something like "Clearly the numbers are important, but the units attached to those numbers are just as important." to tie it into our first unit on numbers and units.
    • Then I give them this instruction:

    • Depending on time I might have them share their 5 numbers with an elbow partner.
      Oh--and I need to change the instructions because they have to use a percent, fraction, decimal, or negative number.  Maybe two out of the five numbers have to be one of those.  We can't just be all positive integers :)
  • Then we'll wrap up class.  The first day we usually only have 20-30 minutes with students, so I think this will get us through.  I will also say something like:  "Make sure to have a notebook tomorrow like this *I hold up mine*.  You will need one that you can use ONLY for this class and that you can use ALL YEAR LONG.  If you brought it today you may find your folder by that wall and leave it in there so you don't have to worry about it tomorrow."
Tuesday 8/25
  • We will look at the syllabus...the plan is to glue it into our notebooks, but I just got an email from my principal that might change that plan--so we'll see.  I will not read it all, but students might look over it in groups or something and do a 3-2-1 reflection on it to be handed in.
  • Talking Points Structure.  We will learn about talking points today!!! I'm so excited.  First we will talk about the structure, and glue that into our notebooks.  Then I want some sort of model of talking points, so I might see if some teachers/or my family will make a video with me of a few rounds of talking points.
  • Talking about Talking Talking Points! Now the students get to try it for themselves--woohoo!  We will share out at the end.  Maybe we'll do a big circle to reflect on it.  For sure each group hands in their group reflection.
  • Then they get to be crafty and turn their "5 numbers about me" into the back cover of their notebooks :)  Then if they leave them with me I will tape them on with my super awesome Duck Brand EZ Start Packing Tape.  It basically laminates the paper onto their cover.  One reason I like to do this (because reasons not to are price, class time, and my time) is because they have now invested a lot into this notebook which will make it more likely to last the whole year.
I just realized I could to syllabus, TP structure, and "numbers about me" as stations and then do the actual talking points at the end.  That might save me the mess of clean up at the end of each class, because the "numbers about me" stuff would be contained to one area...hmmm...things to think about.

Wednesday 8/26
  • We will start the number line task I blogged about.  Starting with Part 1.  I'll probably allot 10 minutes.  So timer and go.
  • Group Roles:  We will discuss group work structure and roles.  Gluing them into our notebooks.  I will have all the "recorders" meet to discuss their role (and ask me questions if they have them), etc.  Then they go back to their groups and share out:  "my job is to..."  I make sure to teach the resource managers how to ask a group question.
  • Number line task:  Part 2.  And before the end of class they must complete the reflection, which is mostly about their roles.
Thursday 8/27
  • Talking Points:  talking about group roles.  This gets them talking about group roles to remember what they learned yesterday about them.  Some of the statements are opinions and others are about the roles themselves. We will reflect individually, as groups, and as a whole class afterwards.
  • Number Line Task:  Part 3.
  • Exit Ticket:  reflection of task---not sure whether I will have them complete this now or later if their class hasn't finished part 3.
Friday 8/28
  • Estimation 180.  They will glue the handout into the back of their notebooks.  We'll probably do two days to get the hang of it.  From this point forward Estimation 180 is our Friday bellwork.
  • Expectations Foldable.  This goes into our notebook and it talks about expected behaviors for certain methods of learning we will be doing.  If I don't include the syllabus in their notebooks then I need to add to this page.  I will likely put it into the notebook as a whole class, but then read through it and reflect in groups.  Maybe have groups share out.  This is also the time where I will share about "I was...I should have been..." reflection form I have students complete when they are not following directions.
  • Set up Unit 0.  We will set up our first unit in our notebook.  This includes a tab, table of contents, and pocket.  We might also try to put in some notes depending on how the number line task went.
  • Homework:  show off your notebook.  I think at this point there will be enough stuff in the notebook that I want students to take it home and show it off.  I will create a form for them to have completed.  "I saw these things in the notebook...I have these questions...I would like to be contacted through this method..."
Thoughts:
  • I want to set up google classroom sometime this week
  • Want to look into "Class Messenger" one of the downfalls of google classroom is that it leaves parents out.  Might want to do class messenger.  If so, include information on the "homework" for parents to see.
  • I really want to show the videos about How To Learn Math, either from the MOOC or from the "week of iMath" on youcubed.org
  • I also want to do Music Cues, but I haven't sat down to look at it yet, so can't plan it into classes yet.
  • Things I want to remember:
    • Count down from 5 to get attention
    • Two Nice Things
    • High Fives
    • Introduce "while you were out" in each period when first student is absent
    • Write notes to students
  • I'm sure there's more, but I'm out of thoughts for now!
Give me all your thoughts!  Tell me what parts you don't like or what parts need improvement--because I still have a week before school starts, so I can change it if I want to.

-Kathryn

Friday, August 14, 2015

First Week Plans: Algebra Topics

Well Andy (@rockychat3) was nice enough to share his entire year's worth of plans for his block Algebra course, and he said he was interested in hearing about mine.  So here it goes!  These are my plans for my Algebra Topics course, this is a course for students who have struggled some in math before.  They take this course IN ADDITION to Algebra 1 (which I also teach and will be posting plans for later).

Monday 8/24
  • Randomly assign groups
  • Noah's Ark:  I heard about this from Steph's post here.  This post is what made me want to do this with my class right away.  I am going to continue to remind myself to ask questions to make my students think.
Tuesday 8/25
  • Continue Noah's Ark, debrief if groups finish.  I still need to think through some individual and group reflection questions.
Wednesday 8/26
  • New random groups
  • Stations:
    • I have the SET cards and I will take a group and work with them to learn SET (I usually start by taking just one type of shading to simplify it.) We then use SET daily as warm up.  Students always share out SETs with reasoning.  I used the daily set puzzle online, which can be found here
    • Another station will be the syllabus and I'll have students complete a 3-2-1 reflection as a group.  
    • The third station will depend on whether or not I have an associate in my classroom.  I might have the students complete a dispositions survey on their chromebooks
Thursday 8/27
  • Review SET
  • Transition to Algebra:  Unit 1 Launch
    The transition to algebra curriculum can be found here.  My school purchased it.  I really like that it helps students develop conceptual understanding.  It takes time to work through the units, but developing conceptual understanding does take time.  I try to do the lesson from these units on Tuesdays and Thursdays because that gives me time to look at students' work and reflectively consider how to help them develop better understanding in the next lesson.
Friday 8/28
  • New random groups (these will last for the whole next week)
  • Review SET
  • Problem Solving Task:  Finding One Half
    This task is a page of figures with part of it shaded.  Students look through and select the ones where half of the figure is shaded.  This looks for conceptual understanding of what half is.  Mostly I use it to get students used to sharing their reasoning.  I try to be really difficult and find a figure that's not "half" but that meets the rules that their explanation gave so that they have to learn to be more specific.
Once we get going throughout the year I try to structure the course to be Monday/Wednesday support for learning in Algebra.  This would be reteaching, fluency practice, mixed practice, review, or whatever the students need to help them be successful in Algebra.  Tuesday/Thursday I do lessons from Transition to Algebra, as I mentioned above.  Then I reserve Fridays for problem solving tasks, and sometimes these carry over onto Monday.  I like having this structure because I feel like my students know what to expect (which is good), but more importantly I don't get off track with one thing or another.  I'm held responsible for keeping the pace of the course moving along.

Hope that helps!
-Kathryn