Well folks, here we are again! And of course, you
can’t read my blog without submitting your opinion in my survey (over on the
left side). I kept the results
to my last poll posted- so if you voted last week, check it out!
Just as a recap (in case you’re not one of my
fellow 6711 classmates), we’re reading through a few chapters in Using Technology with Classroom Instruction that Works (here’s a PDF version) and
discussing the relationships between these instructional strategies and
cognitive learning theories.
In the first section,
Pitler, Hubbell and Kuhn discuss cues, questions, and advanced organizers;
these strategies focus on “enhancing students’ ability to retrieve, use, and
organize information about a topic” (p. 73).
When seeing these strategies, it’s easy to come up with example for each
strategy, but the trick is to create questions and cues that encourage
higher-order thinking. For
example, if you were to use brainstorming software and ask students to create a concept map of
different types of triangles, every kid will only have three or four
pieces. But if you ask those same
students to create a concept map of everything they know about triangles, there
will be many more connections and it would look something like this:
By using multiple forms of note-taking, instructing
with higher-level questioning and cues, and continually having students
summarizing what they are learning, I can ensure that they are learning the
information I present. And on the
other hand, by switching up our instructional strategies, we’re helping
ourselves too! Nothing is worse
than falling so deep into a regimented pattern that you don’t realize you’ve
become one of “those” teachers.
-Kate
"The one real goal of education is to leave a person asking questions."
-Max Beerhohm
Novak, J. D., & Cañas, A. J. (2008). The
theory underlying concept maps and how to construct and use them, Technical
Report IHMC CmapTools 2006-01 Rev 01-2008
Laureate Education, Inc. (Producer). (2011).
Program five: Cognitive learning theory [Video webcast]. Bridging
learning theory, instruction and technology.
Pitler, H., Hubbell, E. R., & Kuhn, M.
(2012). Using technology with classroom instruction that works
(2nd ed.). Alexandria, VA: ASCD.
Kate,
ReplyDeleteWhat grade level do you teach? With my middle school students, your concept map would be a challenge for them. I haven't used this technique much because of this issue. Do you have any suggestions?
I work with high school students (Algebra II and Calculus) so they can usually elaborate quite a bit on one particular concept such as triangles. My own concept map I did was on solving equations and it was broken down a bit. Perhaps by just leaving a few circles blank, and giving them a goal and lead-questions would make the process a little simpler. I have to admit, I don't use concept maps much in my classroom and I have never used a virtual field trip, so these ideas are still a little foreign to me. In math, it's difficult to find a lesson where field trips (especially) would be beneficial or even applicable.
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