Posts

Showing posts with the label error analysis

Practice Structures: Error Analysis Revisited

Image
Last summer I wrote about using error analysis as one of my favorite ways to practice math skills.  Since then I've found a few more resources and created a few more that I'd like to share.  In general, error analysis activities involve purposefully making common mistakes, then having students try to find them.  Here is a link to the original post if you'd like to see it.  In that post I shared an example for the segment addition postulate and midpoint as well as a second example for multiplying polynomials . Here are some other examples that I found.  I did not create these. Grade 2: Adding and Subtracting up to 3 digits. Grade 8: Solve Linear Equations. Algebra 1: Graphing Linear Inequalities in two Variables

#teach180: The first 10 days

This year I responded to @mathequalslove 's challenge to join #teach180. This will be a challenge for me, but I'll give it a go! https://t.co/Vv0UQQSpGj — Jennifer Abel (@abel_jennifer) August 22, 2016 I have to admit that I thought I'd have more trouble remembering to take a picture every day.  In reality, I almost never take a picture during class because I'm so busy teaching and working with students.  However, I remember to take screenshots of our notes or an online activity or I remember to take a picture of student work at the end of the day. This year I'm lucky enough to have only 2 preps, CP geometry and Honors algebra 2.  I try to represent both classes equally in my #teach180 posts. Now, finding the time to blog about this has been a whole other challenge.  I'm aiming to collect my tweets and reflect on a group of them every other week.  So here we are, finished with 41 days of school.  I'm going to try to blog about 10 days at a...

Practice Structures - Error Analysis

Image
Practice Structures - Error Analysis Error analysis is one of my favorite practice structures because of the conversations.  My students typically find it very difficult.  They sometimes think that problems that have been done correctly are incorrect if steps are skipped in the written solution.  Other times they think incorrect solutions are correct because I try to make common mistakes.  One of the most interesting things that happens is that kids end up appreciating the work done by their teachers while correcting quizzes.  They almost always express that the toughest part is trying to figure out why the fictional person make a certain mistake in the work. In the past, I have typed up my error analysis problems.  However, I have switched to handwriting the work.  It seems more authentic and for some reason it is easier for the students to differentiate between the question and the solution.  I use Doceri to create the document.  It is ...