As I was discussing teaching our third graders graphing in Excel, one of the teachers mentioned that it is hard to fit it in the curriculum without contriving a situation since we are such a literacy based school. This got me thinking, and I came up with a few situations in which we could incorporate Excel meaningfully in our literacy blocks as a whole class and/or on an individual basis.
Good readers ask questions. As such, it would be fairly easy to collect data that we could graph around these questions. For example, if you are modeling a particular question during a group read aloud, students could brainstorm some possible answers. Once five or six answers are written down on the board or a flip chart, a quick survey could be done on the answers and summed up in Excel. The survey can either be done by hand, or if it is a question asked after reading, could be put into a Google Form and during independent reading time, students could come up to the computer and submit their answer.
The graph can be displayed once everyone has submitted their response and could continue to be displayed the next day at group read aloud time before reading as discussion, or during reading to see what the answer turns out to be. This would engage the students even further as they look at the graph, remember their choice and then pay attention during the reading to see what happens in the book. Depending on the age of the students, each day a different student or group of students can be in charge of creating the graph from the information provided.
Other examples include students voting for their favorite character, then discussing why a certain character won. Comprehension questions work well here, as do analysis questions that require students to brainstorm ideas/solutions. I found an excellent list of questions that are organized by Blooms Taxonomy and many of them would work well with a graph.
Showing posts with label Math. Show all posts
Showing posts with label Math. Show all posts
Flipping a 6th Grade Math Class
My student teaching experience was an excellent experience for me as it afforded me the opportunity to work with a great teacher @jgbluedevil as we strived to provide the best possible learning opportunities for a group of struggling math learners. From the beginning, we collaborated on ideas to help the students and from there we laid the framework for a flipped classroom. The concept behind a flipped classroom is that the students watch an instructional video for homework and class time is spent on what would be traditionally considered homework. This allows for the teacher to spend class time working with the students instead of doing whole group instruction. This website is a great resource for information on teaching with a flipped classroom.
To begin with, we quit demonstrating problems from the workbook as the students would tend to tune us out and continue with other workbook problems, and we switched to notetaking. This is a process you need to teach the students, both how to take notes (write down steps with examples, not just random math problems all over your page) and then how to use the notes (leave them open on your desk as you do your math workbook). Using Flipsnack.com, I created a website where I posted these notes along with links to online manipulatives, videos and also surveys for formative assessment. That way, if a student forgot to bring their notebook home or didn't understand their notes, they could access them at home. Additionally, the online manipulatives and videos provided extra reinforcement for the day's lesson.
Once we had established a routine of notetaking and helped the students become secure in using the notes, I created a screencast for one lesson. To scaffold the experience of a flipped classroom, we began on a day the students took a quiz. As they finished the quiz, they were to go to the website and watch the screencast video, then do two pages of their workbook. The video I created was also scaffolded to help them with the experience as I talked them through how to learn from a video. I told them when to stop and write something down and when to stop and do a practice problem. Students worked on this in class and then continued it at home.
The next day, we corrected homework and all students who scored 80% or above on their homework worked independently to complete the remaining workbook pages in the lesson. The other students met with me for re-teaching. It turned out that over half of the students I met with were secure in the day's lesson, but had forgotten to simplify their fractions. The other half needed anywhere from five to fifteen minutes of individual teaching to become secure in the lesson. As they became secure, they independently worked on the remainder of their homework.
About a week after this experience, I surveyed the students about notetaking, notes posted on the website and the video lesson. The majority of the students felt it beneficial to have the notes posted online and half felt the video lesson was preferable to a lecture. Unfortunately, our school technology systems did not support the continuation of the flipped lesson. We had many difficulties finding a way to host the video in a manner that the students could consistently view it without errors occurring. Despite those problems, which we continue to work through, the students and I felt the lesson a success and one I would definitely continue to use.
To begin with, we quit demonstrating problems from the workbook as the students would tend to tune us out and continue with other workbook problems, and we switched to notetaking. This is a process you need to teach the students, both how to take notes (write down steps with examples, not just random math problems all over your page) and then how to use the notes (leave them open on your desk as you do your math workbook). Using Flipsnack.com, I created a website where I posted these notes along with links to online manipulatives, videos and also surveys for formative assessment. That way, if a student forgot to bring their notebook home or didn't understand their notes, they could access them at home. Additionally, the online manipulatives and videos provided extra reinforcement for the day's lesson.
Once we had established a routine of notetaking and helped the students become secure in using the notes, I created a screencast for one lesson. To scaffold the experience of a flipped classroom, we began on a day the students took a quiz. As they finished the quiz, they were to go to the website and watch the screencast video, then do two pages of their workbook. The video I created was also scaffolded to help them with the experience as I talked them through how to learn from a video. I told them when to stop and write something down and when to stop and do a practice problem. Students worked on this in class and then continued it at home.
The next day, we corrected homework and all students who scored 80% or above on their homework worked independently to complete the remaining workbook pages in the lesson. The other students met with me for re-teaching. It turned out that over half of the students I met with were secure in the day's lesson, but had forgotten to simplify their fractions. The other half needed anywhere from five to fifteen minutes of individual teaching to become secure in the lesson. As they became secure, they independently worked on the remainder of their homework.
About a week after this experience, I surveyed the students about notetaking, notes posted on the website and the video lesson. The majority of the students felt it beneficial to have the notes posted online and half felt the video lesson was preferable to a lecture. Unfortunately, our school technology systems did not support the continuation of the flipped lesson. We had many difficulties finding a way to host the video in a manner that the students could consistently view it without errors occurring. Despite those problems, which we continue to work through, the students and I felt the lesson a success and one I would definitely continue to use.
Using SmartNotebook Software
If you have a SMART Board in your school, you should be able to download the SMART Notebook software to all your school computers. This software offers some really neat opportunities for students to create a variety of products. It is a very versatile tool for integrating technology in the classroom. Our middle school students routinely use the software to create review games in Science and Spanish classes. With the linking feature, it is possible to make Jeopardy games and board games.
As I mentioned in a prior post, our first graders created their own Gingerbread Man stories with it. In another post, I discussed how they created new endings to a comic book. This year, they will take that a step further to create comic strips. When the SMART Notebook file is printed out horizontally in handout form it looks just like a comic strip.
Since the SMART Notebook file can be exported as a JPEGs, students can use the tool bar to help explain math problems, language arts concepts and science theories, export the page and post them to their blog. Here is a great math challenge file for first graders. We talked about all the different tools that students can use in this software to help them solve the problems, then gave each student their own copy of the file to work on independently.
As I mentioned in a prior post, our first graders created their own Gingerbread Man stories with it. In another post, I discussed how they created new endings to a comic book. This year, they will take that a step further to create comic strips. When the SMART Notebook file is printed out horizontally in handout form it looks just like a comic strip.
Since the SMART Notebook file can be exported as a JPEGs, students can use the tool bar to help explain math problems, language arts concepts and science theories, export the page and post them to their blog. Here is a great math challenge file for first graders. We talked about all the different tools that students can use in this software to help them solve the problems, then gave each student their own copy of the file to work on independently.
Math "From Canada"
The other day I had the privilege to participate in a Skype conference call with Sheryl NussbaumBeach (@snbeach). The topic of discussion was Project Based Learning, however we also talked about the use of social media. This was not the first conversation I have participated in about the use of social media in the classroom, but for some reason it got me thinking about my own lesson plans for the month and how I could incorporate social media. Once I started thinking, the ideas started flowing and I realized how much room there was for improvement in my lessons!
While checking Twitter that night, I came across a tweet from Aviva Dunsiger, @Grade1, whom I follow and admire for her creative uses of technology in her classroom. The minute I read her Smartie Math problem blog post, I knew I wanted to participate. My lesson plans for the month involve the use of data, spreadsheets and graphs. The math problem presented in the blog post not only involves those subjects, it adds in the social media aspect. Thus, I presented to my first grade class our math problem "from Canada!" They couldn't believe that we would be doing math from Canada! "How can we do that?" they asked.
After looking at a map to find Ancaster, Ontario in relationship to Wisconsin, we began by reviewing the slide show on Aviva's blog post and discussing what data we needed to know. We focused on the slide with the buckets of candy and I asked them what information I should write on the board. All they wanted me to write was the question "How can we make the buckets equal?" We then discussed what tools we have available to solve this problem. Since I am the computer teacher, we focused on different software programs that we have learned to use throughout the year. As anticipated their ideas were to use Smart Notebook software to draw solutions, or draw shapes as manipulatives. We have also used Kidspiration which has many objects we could use for manipulatives, so some students suggested that as well.
The students returned to their computers and paired up with the person they sat next to, a random mix based on an alphabetical seating chart. For the next half hour, the students were totally engaged in trying to solve the math problem. Some of them started by recreating the picture of the buckets. Others also drew two buckets, but went to the board and counted the number of red and white candy to sort right away as they drew them in the buckets. The students who drew the mixed candy then moved them to also be sorted one color in each bucket. Finally, all groups who had a chance to finish moved the sorted candy so there was an equal amount of each color in each bucket.
At the end of class, we took time to write a comment on Aviva's blog post about how we solved the math problem. The students were really excited for this part and were also excited that she wrote back to them! Overall, this was a very successful activity. It was relevant (sorting candy fairly), global (from Canada), collaborative (they worked with partners) and involved communication (commenting on a blog and getting a response). Finally, students were problem solvers using their choice of tools available to them (critical thinking). Thank you Aviva!
Money Practice

Near the beginning of the school year when I met with my second grade teachers to plan our technology time lessons, they asked for help reinforcing money counting skills with their students. While I could have just sent the students to a website to practice counting money, I chose instead to incorporate some student choice and collaboration into the lesson.
Using SMART Notebook software, I created two activities, one for counting coins and one for making change. For the counting money exercise, I had all the coins at the top of the page infinitely cloned. The students would drag down any combination of coins they wanted (student choice) and then write down the total. After they did that, they had to ask a neighbor to check their work. Thus, they were not only practicing counting their money, but their neighbor’s as well. I also cloned the page so the students could do ten pages of this activity.
Using SMART Notebook software, I created two activities, one for counting coins and one for making change. For the counting money exercise, I had all the coins at the top of the page infinitely cloned. The students would drag down any combination of coins they wanted (student choice) and then write down the total. After they did that, they had to ask a neighbor to check their work. Thus, they were not only practicing counting their money, but their neighbor’s as well. I also cloned the page so the students could do ten pages of this activity.

The engagement and motivation were very high with this lesson due to the choices they got to make and also because they could pick any color pen or art pen to write their answer. Even my 8th grade son enjoys doing that! The collaboration added a game-like atmosphere to the activity. For students who finished this quickly, I had a second activity about making change. The premise was similar, but I had a different sentence written on each slide explaining what they bought and how much money they had.
Both activities are great for assessment purposes as the teacher can scroll through each student’s page and see their work. Both files are available for download. I emailed the files to my students, but you could also place them in their directory, or if neither option works in your district, the students can download them from the internet.
Image: 'One thing is not like the others'
http://www.flickr.com/photos/29498428@N00/2382053839
Our Pets
This morning I had the opportunity to help with another great Van Meter Merton connection! Our second grade teacher recognized the need for differentiation of her math unit. Three students who knew the material well and did not need to sit through the lesson again were instead assigned an alternative math project. These students created a survey about the pets students have both in their class here at Merton and their friend's class at Van Meter. Each class completed the survey and the three students used the information to create a game for their class to play.
Once the information was collected, the three students created a column graph showing their data results. Using this graph, they then created questions such as "How many more dogs does Van Meter have than Merton?" Each question also had an answer written on the bottom of the card. The rest of the class will be given a copy of the column graph and the questions to play a math game. I came in and helped the three students use Excel to create the column graph and then use Power Point to make question cards. All three students were very engaged and excited about this project! What a great way to make another connection between the two classes!
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