Monday, March 14, 2011
A Final Look at Math
I've always been an average math student, but now I'm seeing that being good at math isn't a secret. It isn't something that some people are born with and others are not. Everyone can be good at math, while it does come easier to some students than others, all the students in your class can and will be successful in math with the right support from their classroom community and me as the teacher.
Every week in this class I learned new ways of explaining math in ways that I've never see or used before. For example, answering the constant question of why? When doing activities Robin constantly made us explain why something was what it was, i.e. the folding paper exercise, even when it pushed some of us beyond our comfort-level.
While I was pushed beyond my comfort level a few times, I always knew that I had the support of Robin and everyone in our cohort, making it easier for me to be willing and open to learning new ways of doing math. Another idea of learning something new this quarter was incorporating technology into my class and learning how it changes the way people learn math. Through embracing technology and differentiating instruction I am preparing students for the math of the future.
Friday, March 11, 2011
Thoughts on the iTouch Now...
This week in Literacy Tony talked about how for this quarter the professors wanted our cohort to have less structure/ required assignment with the Touches. For me I think I would have benefited from more sturcture, especially in how to incorporate it into my kindergarten class. I've been looking online at videos of teachers who have been successful at integrating the technology into their classroom, and this gives me more confidence for the future because while, it may not specifically be a Touch my own class will be using, it will be some variation and I can't pretend that it doesn't exists. Especially when I'm using the technology in my personal life (i.e. iPhone and iPad etc.).
The app on the Touch that I used the most and found so helpful was the Voice Memo. While I know this isn't the most exciting app out there, to be able to record my literacy interviews, and small group work and then be able to listen to it later was invaluabe. This also freed up my attention from taking notes when working with students and allowed me to actually watch the stratgies the students were using and latter refer back when I was writing my analysis.
I also used the Voice Memo and HeyTell app when my patner was sick and wasn't able to meet with our buddy. I recorded our session and then sent it to her Touch using HeyTell. It was instant, and then she had the Voice Memo on her Toucha as well.
I think the Touch or a similar technology i.e.an iPad etc. could be used to differentiate instruction more now then I did 10 weeks ago. I've seen them used as ways to help students get the extra support they need, like with math facts and with dictation. Support that was individualized in a way that paper flash cards and someone taking notes couldn't be.
Overall, I think that integrating technology like the Touch into your classroom is all about trial and error. Figure out which apps work best for your class and which don't. Collaborate with other educators and continue to read reviews and stay up on new ways to use them. As teacher's we don't put every book ever written in our classroom, we decide what is appropriate and have those resourses available to our students. This is the same with the Touch and other technology.
Sunday, March 6, 2011
Math in week 9
I felt so old when we looked at wolframalpha.com. I had no idea there was anything like this out there. I quickly typed in my name and saw that the name Janelle was popular in the early '80s and that the average age of women named Janelle is 31, and since I'll be 29 next week it's fitting. Come to think of it I haven't met a Janelle who is older than 40 and I now I know why!
I liked the activity where we were measuring the rectangle with different units. I was one of the people who got hung up on the fact that the units were different and how could the possible be put on the same graph?! I was so concerned about our graph being accurate. After completing the activity I understand how the points made a line, but during the activity I thought it was coincidence. The first part of this activity could be used with almost any grade, but the last part with y=mx+b would narrow the grades that could use this activity. How could I modify it?
Sunday, February 27, 2011
Math in the computer lab
After creating our lesson plan for 5th grade math, I really want to teach it! My placement is in kindergarten, and while I love my little kidos I'm a little envious of teachers who get to plan bigger, interdisciplinary activities for intermediate grades- like our lesson, endangered animals and line graphs. I think this has motivated me to think outside the box with kindergarten math and do as much as I can.
Monday, February 14, 2011
Manipulatives
I wish that I was better at using the tangrams and making the shapes/ animals. I really struggled with this activity especially with seeing the shapes. I'm wondering if there is an app I can find on my phone that that gives the tangrams as a virtual manipulative so I can practice. When teaching a less like this, what do I do with the students who are like me, and just don't get it??
Monday, February 7, 2011
iTouch Update
I recently completed the math assignment where I found a math app that teaches multiplying fractions. I was surprised to find it. I have apps on my iPhone, but they're either calendars, news feeds or games. There was a whole world of educational apps that I knew nothing about. Like all free apps I had to root through a lot of fluff to find the good ones. I searched Google for reviews of apps for middle level and actually some good ones.
One thing I've been wondering about is, when using the Touch in the classroom with students do the apps need to be approved by anyone other than the teacher?
Moving from Assessment to Instruction
During the level four assessment, "Amelia Earhart", my buddy had strong reading comprehension skills, placing at an independent level. She answered seven out of the eight comprehension questions correctly, missing the one question that we as group decided was a poorly written question and that she had technically answered the question correctly, but it was not the answer given by the assessment. Her read-aloud fluency placed her around the 50th percentile , reading 117 words per minute, without any miscues. She reads at comfortable rate, paying close attention to punctuation. I believe her independent reading rate would be higher.
While my buddy is reading above a fourth grade level, based on the above assessment and on prior work with her, I believe she would benefit from additional read-alouds to raise her fluency rate. A read aloud activity like a readers theater would help her build confidence and read faster. This lesson would satisfy EALR 1.4.3 Apply word recognition skills and strategies to read fluently. Apply different reading rates to match text.
Saturday, February 5, 2011
Geometry
In my kindergarten main placement we begin math with a "math minute". All the kids sit together on the carpet and the teacher reads out a math problem and they turn to their friend on the carpet and tell them the answer. On Thursday the question was a geometry question and it made me think about class. The kids had to describe a shape to their partner. They couldn't say the name or the name of shape that it is similar to. For example, "the shape I'm thinking of has four corners and all the sides are the same length". The students were doing it, and I watched and listened to them think about what they know about each shape. This made me think about Van Hiele's five steps. These five and six year olds were in the first step working their way to the second step. If as a kindergarten teacher, I can lay a strong foundation, the teachers after me can continue to build and by the time the students are in high school, they'll comfortably be in step four, "deduction".
In class we talked about having students keep a journal to express their emotions, feelings and thoughts about math. I'm wondering would you as the teacher correct math errors in the journal, or leave them as a place for students to freely write whatever they feel, whether it's matematically correct or not?
Monday, January 24, 2011
Finding symmetry with a Mira
Another think we talked about today that I hadn't thought about was gathering the extra manipulatives that are lying around in your school and use them! I've seen closets like these at schools I've been in, valuable resources people have forgotten about.
This quarter we have been using Gapminder.org. What would be the youngest grade you'd introduce a website like this into a classroom?
Project 1: Analysis of Student Writing
Analysis
This analysis is based on one sample of Sarah's (pseudonym) writing, a short-story draft of a girl and her dog who can talk for a day. Additionally, we conducted a 25-word spelling inventory.
Ownership and Meaning of the Piece
Sarah displayed great ownership for her fantasy story, “The Day My Dog Talked” and quickly offered to read it to us. In the story, when Sarah is awaken by her mother for school, she is shocked to learn that her dog “Ruby” can talk. When she arrives at school, for pet day, Ruby begins talking and creates a chain of humorous events. Sarah told us she thinks of herself as a good writer and enjoys writing both at school and at home. She mostly writes fantasies with talking animals, especially werewolves.
Six Traits Assessment
When looking at the ideas in the short story, it is apparent that Sarah has drawn from her own knowledge and experiences. She made herself the main character, her mom is in the beginning and ending of the story, and she has a dog of her own. The story is six pages and while it is titled, “The Day My Dog Talked” she has several events occurring throughout the day. If she eliminated the last event, which doesn’t fit as well as the first three, then she could expand the others and eliminate potential questions from the reader.
Organizationally, the story has a clear introduction and conclusion. The day begins with Sarah waking up to her dog talking and she falls asleep to her dog barking. The story transitions smoothly from the morning to school, but then begins to lose the fluidity when it transition from school to home. The title accurately describes the story, although; it’s not unique or original. It’s an obvious restatement of the prompt (NWREL, 1992).
As the main character of her own story, Sarah talks about herself in the first person, making the voice of the story personal. She also uses natural and engaging language when expressing dialog between herself and other characters, such as when the cat said, “Where’s the bathroom in this place?” In the story when Sarah is at home with her mom she reveals personal details; however, when she’s at school and on her way home the story avoids risk and she loses her natural language (NWREL, 1992).
The short story is written as though Sarah is telling the story, “I rolled out of bed… My mom yelled”. For this reason the word choice is adequate and familiar, with sporadic striking words and phrases where Sarah paints a picture for the reader, such as “sarcastically” and “she took me the wrist and dragged me to her office”.
Sarah’s ability to use conventions and sentence fluency is difficult to accurately assess since the work we saw was a first draft. However, based on this draft the sentences are varied and constructed correctly; although, the story could benefit from the use of connecting words and phrases, such as “however” and “therefore”. Since this was a rough draft there were editing marks from her teacher, correcting a few misspelled words and helping Sarah with sentence structure. The grammar and punctuation is used correctly overall, and it is apparent that they have been working on writing dialog in class with the use of quotations and comas. She attempts paragraphing, but most of them run together and she’s only beginning a new paragraph when she starts a new page, this has been corrected by her teacher, but she could benefit from additional practice with paragraphs.
Spelling
In “The Day My Dog Talked”, there are several spelling errors. Most of the errors are vowel patterns, especially diphthongs, including “ea” and “ou”. For example, “scremed” for screamed and “arond” for around. In addition, there were two homophone errors, “there” for their and “herd” for heard. In the spelling inventory Sarah missed seven of the last eight words. With “cattle” and “ripen”, she spelled them “catle” and “ripen”, either doubling or not doubling the consonant and with “cellar” and “favor” she spelled them “celler” and “faver” missing the long vowel. “Fortunate” and “pleasure” were spelled phonetically, “pleasher” and “forchanit”, and “civilized” was spelled “sivilized” missing the base word civil. The last word “opposition”, spelled “apasishion” shows that Sarah was guessing at how to spell the word and we encouraged her to try her best. Toward the end of inventory, Sarah spelled the words left to right without recognizing the patterns of letters working together to represent sounds (Templeton & Morris, 1999, p. 105). After comparing the spelling inventory with the errors from the short story, Sarah would benefit from additional help with vowel patterns.
Lesson Plan
Objective:
Student will be able to sort words according to diphthong patterns and by words that sound and look alike.
Standard:
EALR 3.3.2 Spells words appropriate for the grade level accurately.
Material:
One set of words cut into easily, manipulative rectangles.
Instructional strategies:
This lesson is designed for one-on-one work with Sarah. The words chosen for this activity were taken from Sarah’s short story. These are words she is comfortable with and will be a mixture of words she spelled correctly and incorrectly in the story. In addition, the sort will include words that look and sound familiar to the spelling errors, so she will begin to see patterns.
I will start the activity by explaining to Sarah what a word sort is and how we’re going to use this activity to work on the vowel patterns “ea” and “ou”. After this introduction I will hand her the set of words and give her a minute to read over the words and familiarize herself with them.
Once she has spread the words out on the table, I’ll ask her to sort the words into groupings that sound alike in the middle.
After she has finished her sort, we’ll discuss the groupings she’s created and what the sound is that makes the words similar. Having her see the vowel pattern similarities between the words that she uses on a regular basis.
I will ask her to sort the words a second time by grouping the words that look and sound alike.
We will discuss just like after the first sort.
Assessment:
Teacher will informally assess student’s ability to sort words by diphthongs and by words that sound and look similar, by looking at the groupings Sarah creates during the two sorts.
Monday, January 17, 2011
ITouch and Differentiated Instruction
Monday, January 10, 2011
Algebra Tiles
One question I had about the tiles, is that I can see how they're used with simple problems, but I'm wondering as a teacher would you use them with more difficult problems? Or would you not have students move on to more difficult problems until they've mastered the concept with the tiles on the easier problems?
While we were using the tiles and other manipulatives today, I was thinking about the ways they could be used in both my kindergarten main placement, as well is in my third grade dyad placement. In kindergarten we have a penny, nickel and dime chart. Students are learning to skip count and understand that 5 pennies equal a nickel. In third grade dyad placement, the students were working on place value, having the kids play a game like the poker chip example would really help some of the kids who need a more of a concrete example.
A quote I left with today was," manipulatives build understanding and make connections".
Tuesday, January 4, 2011
Never Say Anything a Kid Can Say
Friday, December 10, 2010
Teaching about bees
My partner and I feel so fortunate that we've had a mentor teacher who has given us so much freedom. She gave us the topic, but allowed us to create almost 10 lessons for the entire unit, with her help. Every Wednesday and Thursday she gave us her prep time and helped us develop our lesson ideas into plans.
Our mentor teacher told us that during the student-lead conferences, the students proudly told their parents everything they've done in the bee unit and how it's been one of their favorite thing so far in third grade.
Through out the unit, every lesson was an activity- from learning the bee dance (the way bees communicate) to designing our own scientifically-correct bees out of sculpting clay. A retired teacher who volunteers in the classroom twice a week told my partner and I after the bee dance, that we were so brave to teach an activity like that, and that she didn't try an activity like that until she'd been teaching for five years! This made us feel good.
I'm going to miss my dyad placement. I have learned and grown so much as a pre-service teacher. I feel lucky that I was placed in a choice-community school where I could see educators teaching the way we're learning to teach in our program.
Saturday, November 27, 2010
Gender Roles
Monday, November 22, 2010
Predictable Books
Sunday, November 21, 2010
Is Sudoku Math?

According to Wikipedia, Sudoku is defined as a "logic-based, number-placement puzzle. The objective is to fill a 9×9 grid with digits so that each column, each row, and each of the nine 3×3 sub-grids that compose the grid contains all of the digits from 1 to 9. The puzzle setter provides a partially completed grid, which typically has a unique solution."
To me logic and strategic placement of numbers, is math. However when I started the Sudoku in my favorite magazine, I noticed in big bold letter above the grid "There's no math involved! No need to count or add up!" After I read this I was sadden to think that this tag line would attract people to the game, and then under this, in smaller letters was "just use logic to solve the puzzle."
This brings me to my next question, is logic math? As an undergraduate student I look a logic class and that university counted the class as a math requirement, but my current university did not, and I was required to take an additional math class. Logic was not an easy class, but I find it interesting that this magazine is using logic as though it's the same as "common sense". When I think about people who study logic and people who enjoy Sudoku puzzles, I think of people who are creative, diligent, organized and strategic. All characteristics of mathematicians.
So I found it interesting when I saw a Sudoku puzzle that people were playing without numbers. Next to the image it said, "It should be recognized that we could play the exact same game with 9 different symbols (stars, smiley faces, carrots, whatever) as we do with the numbers 1-9. It is not the numerals that make Sudoku math. Every mathematician can play Sudoku well, even if they don’t like the game. We can think logically and can say “if this and this, then that” without batting an eye. Math and logic are very closely related. Sudoku requires a certain organized thinking that is prominent in mathematics."
Wednesday, November 17, 2010
Mathematizing Clean-Up
In my dyad placement the teacher asked the class if anyone knew where the pegs were for the three cribbage boards. Of course, no knew where the pegs were, and so the teacher asked the class what they could use as pegs so they could still play the game. After several suggestions, one boy raised his hand and said that his grandparents had lost their cribbage pegs and they were using colored tooth-picks as substitutes.
My teacher used this impromtu lesson as an opportunity to mathematize. She started by asking the students how many pegs were needed for each board? The students answered with two pegs per player, red for player one and blue for player two. This led to a series of multiplication problems, an area of math the students are just getting into. The questions included, if one board needs two red pegs, how many pegs would the class need for three boards? The students solved the question on their own and then turned to their neighbor and told them how they solved the problem.
After asking several math questions, the teacher wrote their answers on the board. This was also a list of what the class need for their cribbage boards. I thought this was a fun way of having the class figure out how many pegs they needed and at the same time demonstrate for them how multiplication is used in real life.
Monday, November 8, 2010
Rhyming
This week in our kindergarten buddy activity, we did a rhyming read aloud, Sheep in a Jeep and the activity, “Word Family Muffins” (Fox, 2008, p.103). We chose this activity because our buddy has a basic understanding of rhyming; he can give a clear textbook definition of what rhyming is and recognizes the rime in cat, bat and mat when looking at the words in print, but when he hears them read a loud, without a visual, he struggles to list a word that rimes with cat.
In the activity our buddy picked a tile from the letter tins and one from the word families, at, ell, or old and recorded it on the “muffin word guide” worksheet. Our buddy was finding the correct family, but he was doing so by stretching out the words, he wasn’t recognizing the patterns of the word families. It wasn’t until the very end, did he start to pick up on the patterns, and I’m still not sure if he understood the riming or if we had just done it so many times that he had memorized the words.
I think about how close my buddy is to fully grasping rhyming. I wish I had more time to work with him and see his growth. Lamott said, “the job of the teacher is to hold the lantern while the student digs”. I love this quote and I’ve been thinking about it for a few days. My buddy needs teachers to hold the lantern through providing activities and read alouds about rhyming while he digs in and sees the patterns and gets a strong hold on it.
Wednesday, November 3, 2010
Changing the world - 5 minutes at a time
This week in our Social Studies class we learned about a 12 year-old boy who is changing the world by bringing awareness to child labor. In class we discussed the video and how we as teachers can use stories like these in our social studies curriculum. My group talked about how we as teachers could use stories like this 12 year-old and other child activists to motivate and teach our students to be social activists in their own communities.
But how do you teach social activism in classrooms where the focus is reading, writing and math and students only have 30 minutes of social studies a week? The answer, get creative! This video clip is of a school in Australia where students only spend five minutes a day being social activists and yet are making a huge difference in their community.