Name tents were a big hit again this year. It's great to have a back and forth written conversation with students willing to engage with you. Reveals a lot about what's important to them, if they are willing to reveal it.
After passing out the notebooks, students worked on figures 1, 4, 5, and 100 of a tile pattern. It created a great opportunity for students to see the figure number in the pattern and describe it's growth using academic language like row, column, horizontal, vertical, etc.Some Ss asked if we were doing @saravdwerf name tent after 1st 5 days. Nope. Love top right comment. pic.twitter.com/H2qX5SyyLD— Martin Joyce (@martinsean) September 7, 2017
On Tuesday, I had a short Google slides discussing entering the classroom procedure, grades, Teacher Creed (from iunderstand.com), rules, and then they continued on the second tile pattern for the lesson.
Wednesday was a short day, but I managed to check homework and do the algebra walk outside. Great introduction to x axis, y axis, origin, quadrants, lines, reading graphs left to right, increasing or decreasing, steep or flat, etc.
On Thursday students completed input output tables for inputs -6 to 6. This created a chance for students to see patterns, ask each other for help, and then share the results. We also did choral response once people described the pattern. We also reviewed homework problem 1-7 before that which has students reading 3 different x-y graphs about cars A and B in regards to weight vs cruising speed and more.The annual @CPMmath algebra walk. Can't beat learning outdoors. Y=-2x by the Ss. Chains for axes worked well #MTBoS pic.twitter.com/PsPWleXOk6— Martin Joyce (@martinsean) August 31, 2017
On Friday we used technology and a game to create a need for academic language after feeling frustration. I paused, related it all back to the algebra walk with interactive notes, and then they spent the last 10-15 minutes playing the game armed with better questions and vocabulary.Taking the @CPMmath algebra walk inside. As a class did 1st box, worked together to fill out rest & notice patterns pic.twitter.com/F69BQxQHOR— Martin Joyce (@martinsean) September 7, 2017
Student co-developed notes after a pause from @desmos polygraph points by @robertkaplinsky creating a need #MTBoS pic.twitter.com/usRA5XnpGM— Martin Joyce (@martinsean) September 7, 2017
This year I teach 4 sections of grade 8 and one grade 7. The focus for 7th graders was a lesson on "Guess my Number" where I highlighted two primary strategies: guessing and checking and working backwards by using inverse operations. Students learned and used each others ideas. On Thursday, and Monday of next week students investigated the height of a million penny tower. As you can see some of the initial predictions were wayyyy off, but gave a chance for students to reflect.
Height of million penny tower group predictions. Table 6 was closest, table 8 in 2nd place @Estimation180 @CPMmath pic.twitter.com/CM9IKcrY5c— Martin Joyce (@martinsean) September 7, 2017
I used Google Drive to take photos of student work to highlight different methods. Some used their table and saw that 1 centimeter was 7 pennies, 2 cm was 14, etc. They reasoned 100 pennies must be 100 / 7 or 14.2 pennies, and then could scale 100 up to a million by multiplying by 10,000 to 100 and 14.2. The other method, that was more precise, was this student below dividing a million by 7:
Instead of Estimation 180, the 7th graders are doing Which One Doesn't Belong. After 20 days of these, I am going to switch to 20 days of number talks with students recording new methods they didn't previously know, in hopes of using new strategies later.Used @googledrive to highlight this gr7 Ss perseverance in finding height of a million penny tower. #MTBoS @CPMmath pic.twitter.com/sCS222t2MA— Martin Joyce (@martinsean) September 7, 2017
I will be doing my first mystery student activity using student mathographies next friday before the first assessment.Reason 1,354,298 why classroom culture is so important. Safety to make mistakes to develop a math identity. pic.twitter.com/abgIhPglDA— Martin Joyce (@martinsean) September 7, 2017
8th graders will be assessed on skills 1, 2, and 3, which are diamond problems (integers & fractions), coordinate plane identifying, plotting points, knowing quadrants, and calculating percent error.
7th graders will be assessed on finding mean and median, converting between fractions, decimals & percents, and finding area and perimeter of rectangles, triangles, and a trapezoid.