Learning tasks are lessons that consist of word problems designed to make students dig deeper. Tasks provide opportunities to play with numbers. Students are encouraged to use words, pictures, and equations to explain their thinking. Often, tasks do not ask for a simple put together or take away answer. Instead, they ask for a variety of solution paths, to compare or explain paths, or to make decisions about whether a given assumption/answer is correct.
Here are some student examples. I have included a variety of skill levels.
Lesson Format:
- Set Up - Teacher explains the context of the problems and makes tools available.
- Private Think Time - Students work independently to create possible solution paths. Teacher monitors, using advancing, assessing, and guiding questions to correct misconceptions or draw attention to precision (errors).
- Small Group Discussion - Students work with partners to discuss differences and similarities between solution paths. Teacher monitors.
- Analyze and Share - Everyone engages in discuss that focuses on key mathematical ideas. Models /solutions are explained and critiqued.
Where can fielded, high quality math tasks be found?
There are several places to find good solid tasks.
There are several places to find good solid tasks.
- Illuminations - Lessons for learning is a great place to start.
- Tennessee teachers have an abundance of tasks available through TNCore.org.
- K-5 Math Teaching Resources is another excellent site. You'll find tasks, lesson plans, literature connections and much more, all organized by grade level and standard. There are printable journal tasks/word problems available for purchase. These are formatted to print on 30 per page labels. While a little pricy, they are convenient and good quality problems.
- Envision math users will find that most quick checks located at the end of each lesson for K-5 can be tweaked to fit the format of a math task learning lesson.
Keep in mind when planning tasks that they should be open enough to allow for a variety of solution paths. The goal is to create opportunities to play with numbers and use effective mathematical practices. Remember it's all about productive frustration!
More student examples from varied skill levels:
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