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Thinking Blocks provides interactive templates in which students use brightly colored blocks to model and solve problems. As students work through the problems they are provided with feedback as to whether or not they are using the correct sequence to solve each problem. There are templates and problems for addition, multiplication, fractions, and ratios. You can also develop your own problems using the modeling tool.

As a math teacher, what made you turn to Project Based Learning in your own teaching?

Why do many math teachers initially resist integrating Project Based Learning into their classes?

So we assume having students practicing problems twenty-five times is the only way to learn math. This is a difficult mindset to break. Practice makes perfect is the old adage, but what many math teachers don’t realize is that creating a Project Based Learning environment in a math class doesn’t require students to be “perfect.” Having students solve complex, real-life problems is actually asking students to complete open-ended tasks. These problems may not have one right answer, unlike the practice problems in a textbook. This can be a scary leap for math teachers to take and many students may be hesitant to take this leap as well.

 The site includes really well done lessons, activities, practice pages (online), study aids, glossary, and word problems.  Algebra Lab is like a free, living textbook.

Tips: If you have a one-to-one setting, students can practice directly on the website for immediate feedback.  Very helpful!

In this article, I make a case for student blogs as a tool that can support and extend students’ mathematics proficiency through the Standards for Mathematical Practice.

Teachers who use math journals can easily convert that process to a digital one through blogging.

1. Make sense of problems and persevere in solving them

One of the difficulties in teaching order of  operations to students is that one of the most often used shortcuts actually causes student confusion.  Most students know that they should use PEMDAS when deciding what math operation to do first.  The problem with PEMDAS is that often students think that multiplication has to come before division and addition before subtraction. Instead, teach students to think of the operations as "levels." Just like on an elevator, you have to do one level before you can get to the next.  Be sure to start at the bottom - just like the first floor of a building.