So, how do I find the two types of lessons compare:
Traditional Math Lesson
|
Three-Part Lesson
|
Teacher
brings forth the lesson for the day, going over the concept or idea (as much
time as it takes to teach lesson, take questions)
|
Lesson
starts out with whole class (usually) and brings forth the concept in order
to ensure students have the practical understanding of what will be happening
(“Getting Started” – approx. 10-15 minutes)
|
Students
are then usually given sheet work to do, or work from the math textbook.
|
Students
are given 30-40 minutes to work through a mathematical task – may be shared,
guided or an independent activity/with groups, partners or alone.
|
Work
may go unchecked or unmarked. Teacher may not be aware of struggles or
misunderstandings of what was being worked on until a quiz or test is done
for assessment
|
Teachers
have a chance to circulate and observe and provide guidance and extra support
as needed
|
Students
may be bored, disinterested or unable to grasp on simple paper based learning
|
Students
have an opportunity to explore, discuss and learn through their peers and
hands-on activities
|
Pass
or fail. Understand or not kind of mentality
|
Chances
to actively understand, and work at solving the problem through perseverance
|
Usually
no follow-up until assessment of some type is performed
|
“Reflecting
and Connecting” of about 10-15 minutes is brought at the end of the class as
a chance to discuss and unwrap some of the ideas and learning that occurred
during the “Working on it” time. Chance for the teacher to ask questions and
assess the students’/class’ understanding of the material
|
Not
many chances to share ideas and solutions with peers, or find out if the
class is understanding properly
|
Chance
to articulate ideas, make connections and make talking about math normal.
|
Some groups may come up with incorrect answers, but as a safe community in the class (it's important to build a "safe community" by practicing what good communication looks and sounds like) there's a chance to take risks and learn through making mistakes.
Having students do more themselves to aid in their learning gives them more control, independence and the ability to persevere through problem solving.
My own math classes in elementary school were right or wrong answers, and right or wrong ways of doing things. By allowing students a chance to problem solve with teacher guidance, we are giving our students the idea that math can be used in many different ways to solve lots of different real life problems. By coming together as a community at the end, we are able to see different ways of thinking and see how we can use different strategies in different ways that one may have not thought about before.
Have you used a 3 Part Lesson in Math before?
What kind of problems do your students like to solve?
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