Candidate Name: Veronica Wilkerson
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Course: ITL 602
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Instructor: Eric Fraunfelter
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Date: 2019
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#1 TPE and Element(s):
TPE 4: Developing as a Professional Educator.
Element #5: “Promote student success by providing opportunities for students to understand and advocate for strategies that meet their individual learning needs and assist students with specific learning needs to successfully participate in transition plans (e.g., IEP, IFSP, ITP, and 504 plans.)
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Activity, Assignment, Experience:
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Attach URL/PDF
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Affective: Beliefs and Values
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Behavioral: Teaching Practices
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Cognition: Knowledge Gained
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Reading the TPE’s and researching the different types of collaboration have helped me understand that all student learn differently. There is no such thing as “Bad Kids”. There are only Kids that learn differently than others and sometimes, a traditional school experience is not conducive to them learning.
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I conducted by field work at a special education mild/moderate school. They have a lot of alternative teaching practices that help their demographic of students learn. Each student has an “advocate” teacher who listens to them, individually and helps to tailor their learning experience to each individual student.
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This class has helped me to begin my journey as an inspired teacher. It has helped me to recognize my weakness in judging that are “bad kids” are not bad, they only learn differently. As an inspired teacher, I should look for ways to help my struggling students instead of pushing them off to the side. I have to make sure that each student has the opportunity to learn in my classroom.
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This is a blog for the future teacher's. Those who believe that in order to effectively change the world for the better, we must change the student for the better. We must inspire them, motivate them and dedicate ourselves to a better world and a better teaching experience.
Friday, October 25, 2019
ITL 602 Reflection
ITL 604-Beliefs and Values, Teaching Practices, and Knowledge Gained Reflection
Thursday, October 24, 2019
Mr. Jones and Ray Case Study
This is a link to a group project that embodies TPE 4.4. "Plan, design, implement and monitor instruction, making effective use of instructional time
to maximize learning opportunities and provide access to the curriculum for all students by
removing barriers and providing access through instructional strategies that include:
• appropriate use of instructional technology, including assistive technology;
• applying principles of UDL and MTSS;
• use of developmentally, linguistically, and culturally appropriate learning activities,
instructional materials, and resources for all students, including the full range of English
learners;
• appropriate modifications for students with disabilities in the general education
classroom;
• opportunities for students to support each other in learning; and
• use of community resources and services as applicable."
https://docs.google.com/document/d/1swTuFSYYrJFbNF8cnol9vHeGeFMMs2ajr9Y-Etd9x0k/edit?usp=sharing
Friday, October 11, 2019
Universal Design for Learning
This assignment was utilized to help me understand UDL and its applications. I enjoyed this assignment as it helped to organize the complexities and overwhelming application types of UDL into more manageable pieces. This Assignment embodied TPE 1.4 "Use a variety of developmentally and ability-appropriate instructional strategies, resources, and assistive technology, including principles of Universal Design of Learning (UDL) and Multi-Tiered System of Supports (MTSS) to support access to the curriculum for a wide range of learners within the general education classroom and environment."
Examine the diagram below. Study the functions of the various parts of the brain.
Regions of the Brain
![](data:image/png;base64,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)
Examine the diagram below. Study the areas of the brain related to the “Why”, “What”, and “How” of learning.
![](data:image/png;base64,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)
The second diagram comes from the CAST website. Study the diagram. Think about how the 3 principles of Universal Design for Learning are related to activation of each of the 3 areas of the brain identified in the diagram. The 3 principles are:
Multiple Means of Representation
Multiple Means of Action and Expression, and
Multiple Means of Engagement.
Explain how the definitions of the regions of the brain in the first diagram relate to the 3 regions of the brain in the second.
The definitions of the regions of the brain in the first diagram are directly related to the 3 region of the brain the second region. The Frontal Lobe is in charge of thinking, memory, behavior and movement, which directly correlates with the Strategic Network region of the brain. It is where learners plan and perform tasks, and where we organize and express our ideas. The Temporal lobe is the “Affective area of the brain. It is where our hearing, learning and feeling are located which then allows Lerners to get engaged and motivated. They an also be excited or interested in this region. Finally, the Parietal and Occipital regions of the brain are correlated to the Recognition part of the brain where language, touch and sight happen. This is also where we gather and categorize our facts.
Given the information in the two diagrams above, explain the 3 Principles of Universal Design (Multiple means of Representation, Multiple Means of Action and Expression and Multiple Means of Engagement) in terms of how they relate to brain function.
The 3 Principles of UDL relate to the two diagrams above because they build on the idea that different parts of the brain need to be and are stimulated during different types of learning. Multiple means of Representation uses the Temporal Lobe of the brain because the point of this principle is to optimize individual choice and interest, sustain effort and persistence as well as build self-regulation. This is why the Affective Network portion of the brain is stimulated, because it is responsible for the function of engagement and motivation.
Multiple Mean of Action and Expression use the Frontal Lobe of the brain which is responsible for thinking, memory, behavior and movement. Therefore, it makes sense that this principle seeks to engage the learner’s in physical action, expression and communication and to build executive functions. These are related to the strategic networks of the UDL networks.
Multiple Means of Representation targets the Recognition Networks or the Parietal and Occipital Lobe. Because these two lobes of the brain are responsible for sight, language and touch, UDL targets these areas with perception. Language and symbols as well as comprehension.
How does this help you understand the 3 principles of UDL)? Given this information, how you might structure each principle in the classroom? (Maximum 400 words)
Examining these different tables and the principles of UDL help me understand why and how the way that we teach can help a child learn. If we are able to effectively target certain portion of a learner’s brain with the appropriate teaching method, then we will be able to help our student’s succeed. In a real classroom, a teacher can structure each principle in the following ways:
1. Engagement: In the classroom, I can give my students more choices. If the goal is to get them to succeed at learning a certain topic, then it should not matter whether they choose to do an essay or a ppt presentation. This choice will allow them become more engaged and to make a larger effort to succeed. It will also allow them to exercise their own self-regulation by choosing something that they know they can reward themselves for later.
2. Representation: In order to clarify vocabulary, other languages, big ideas etc. I can offer different means of lecture or learning that involve media. For example, if we are reading a book and a student is having trouble staying motivated and comprehending during silent reading, I can allow the student to listen to the audio book or I can help the student make a list of words that they do not comprehend and then clarify those words for them.
3. Action and Expression: For this principle, I would first allow the student their freedom in what they would like to do. Perhaps choose between two different reading materials or projects. Then I would ensure that they had equal and constant access to the materials that they need. If they are doing a video presentation, then they needs cameras, if they are doing a diorama then they need access to glue, paper, etc. I must ensure that anyone who needs accommodation gets it. I would assist them with making goals and due dates for themselves to encourage self-regulation.
Extend your thinking. Recall what you have learned about the similarities and differences among children from ITL404 or ITL604. Explain 2 ways UDL can be an effective means for addressing the learning needs of both typical and atypical students.
UDL can be an effective means of addressing the learning needs of both typical and atypical students in two ways. UDL emphasizes that allowing for individual choice in the classroom is a great way to keep students motivated. This would be effective for both types of students. Allowing a “no wrong answers” approach to reading comprehension is a great way to increase motivation as well as allowing each student different ways of expressing themselves. While one type of assignment might be easier for a teacher to grade, a class would probably provide more quality work if they got to choose which media they preferred to complete the assignment. The second way that UDL can help all students is to represent all students. In a diverse classroom, representation matters, so if a class has a majority of Hispanic Americans in it, then teaching from the Hispanic American viewpoint would be important. There are certain perceptions, languages and symbols that the American perspective leaves out, therefore the students would all benefit from the use of these in the classroom. It also allows for more inclusion in the classroom. When students learn about each other and their backgrounds, they are more likely to relate well with each. other.
How easy or difficult do you think it will be to effectively implement the principles of UDL in your own classroom? Why do you think so; provide rationales?
I think it will be fairly easy to implement the principles of UDL into my classroom. Most of the things on the list can be done within one assignment. If cogntive learning theories are applied to my classroom, then UDL would come right along with it. For example, if I am using Banduras Social Learning Theory in my classroom, then I can successfully implement the 3 principles of UDL within the modeling of the assignment. Let’s say I am assigning a project with the prompt, “relate Romeo and Juliet to our common era of relationships and what it would mean for the context of the play”. This wold be for a classroom of high school students. First I would help engage with the students, I would read aloud with them first, I would give them a choice of whether they preferred that I read or that the class reads together. Then I would explain the language and symbols of that time to help reinforce the information given in the poem. I would model good reading and annotating skills by doing the first stanza with them. Finally, I would give them the free choice to explain their ideas about the prompt. I would perhaps show them a “good” version of the assignment where the students as positively reinforced with an “A” grade. Then I would allow them to choose their media or materials for the project in order to sustain their effort. I would provide a rubric to aid in self-regulation.
Resources
CAST (2018). Universal Design for Learning Guidelines version 2.2. Retrieved from http://udlguidelines.cast.org
UDL Worksheet- Veronica Wilkerson- October 11, 2019- National University
Examine the diagram below. Study the functions of the various parts of the brain.
Regions of the Brain
Examine the diagram below. Study the areas of the brain related to the “Why”, “What”, and “How” of learning.
The second diagram comes from the CAST website. Study the diagram. Think about how the 3 principles of Universal Design for Learning are related to activation of each of the 3 areas of the brain identified in the diagram. The 3 principles are:
Multiple Means of Representation
Multiple Means of Action and Expression, and
Multiple Means of Engagement.
Explain how the definitions of the regions of the brain in the first diagram relate to the 3 regions of the brain in the second.
The definitions of the regions of the brain in the first diagram are directly related to the 3 region of the brain the second region. The Frontal Lobe is in charge of thinking, memory, behavior and movement, which directly correlates with the Strategic Network region of the brain. It is where learners plan and perform tasks, and where we organize and express our ideas. The Temporal lobe is the “Affective area of the brain. It is where our hearing, learning and feeling are located which then allows Lerners to get engaged and motivated. They an also be excited or interested in this region. Finally, the Parietal and Occipital regions of the brain are correlated to the Recognition part of the brain where language, touch and sight happen. This is also where we gather and categorize our facts.
Given the information in the two diagrams above, explain the 3 Principles of Universal Design (Multiple means of Representation, Multiple Means of Action and Expression and Multiple Means of Engagement) in terms of how they relate to brain function.
The 3 Principles of UDL relate to the two diagrams above because they build on the idea that different parts of the brain need to be and are stimulated during different types of learning. Multiple means of Representation uses the Temporal Lobe of the brain because the point of this principle is to optimize individual choice and interest, sustain effort and persistence as well as build self-regulation. This is why the Affective Network portion of the brain is stimulated, because it is responsible for the function of engagement and motivation.
Multiple Mean of Action and Expression use the Frontal Lobe of the brain which is responsible for thinking, memory, behavior and movement. Therefore, it makes sense that this principle seeks to engage the learner’s in physical action, expression and communication and to build executive functions. These are related to the strategic networks of the UDL networks.
Multiple Means of Representation targets the Recognition Networks or the Parietal and Occipital Lobe. Because these two lobes of the brain are responsible for sight, language and touch, UDL targets these areas with perception. Language and symbols as well as comprehension.
How does this help you understand the 3 principles of UDL)? Given this information, how you might structure each principle in the classroom? (Maximum 400 words)
Examining these different tables and the principles of UDL help me understand why and how the way that we teach can help a child learn. If we are able to effectively target certain portion of a learner’s brain with the appropriate teaching method, then we will be able to help our student’s succeed. In a real classroom, a teacher can structure each principle in the following ways:
1. Engagement: In the classroom, I can give my students more choices. If the goal is to get them to succeed at learning a certain topic, then it should not matter whether they choose to do an essay or a ppt presentation. This choice will allow them become more engaged and to make a larger effort to succeed. It will also allow them to exercise their own self-regulation by choosing something that they know they can reward themselves for later.
2. Representation: In order to clarify vocabulary, other languages, big ideas etc. I can offer different means of lecture or learning that involve media. For example, if we are reading a book and a student is having trouble staying motivated and comprehending during silent reading, I can allow the student to listen to the audio book or I can help the student make a list of words that they do not comprehend and then clarify those words for them.
3. Action and Expression: For this principle, I would first allow the student their freedom in what they would like to do. Perhaps choose between two different reading materials or projects. Then I would ensure that they had equal and constant access to the materials that they need. If they are doing a video presentation, then they needs cameras, if they are doing a diorama then they need access to glue, paper, etc. I must ensure that anyone who needs accommodation gets it. I would assist them with making goals and due dates for themselves to encourage self-regulation.
Extend your thinking. Recall what you have learned about the similarities and differences among children from ITL404 or ITL604. Explain 2 ways UDL can be an effective means for addressing the learning needs of both typical and atypical students.
UDL can be an effective means of addressing the learning needs of both typical and atypical students in two ways. UDL emphasizes that allowing for individual choice in the classroom is a great way to keep students motivated. This would be effective for both types of students. Allowing a “no wrong answers” approach to reading comprehension is a great way to increase motivation as well as allowing each student different ways of expressing themselves. While one type of assignment might be easier for a teacher to grade, a class would probably provide more quality work if they got to choose which media they preferred to complete the assignment. The second way that UDL can help all students is to represent all students. In a diverse classroom, representation matters, so if a class has a majority of Hispanic Americans in it, then teaching from the Hispanic American viewpoint would be important. There are certain perceptions, languages and symbols that the American perspective leaves out, therefore the students would all benefit from the use of these in the classroom. It also allows for more inclusion in the classroom. When students learn about each other and their backgrounds, they are more likely to relate well with each. other.
How easy or difficult do you think it will be to effectively implement the principles of UDL in your own classroom? Why do you think so; provide rationales?
I think it will be fairly easy to implement the principles of UDL into my classroom. Most of the things on the list can be done within one assignment. If cogntive learning theories are applied to my classroom, then UDL would come right along with it. For example, if I am using Banduras Social Learning Theory in my classroom, then I can successfully implement the 3 principles of UDL within the modeling of the assignment. Let’s say I am assigning a project with the prompt, “relate Romeo and Juliet to our common era of relationships and what it would mean for the context of the play”. This wold be for a classroom of high school students. First I would help engage with the students, I would read aloud with them first, I would give them a choice of whether they preferred that I read or that the class reads together. Then I would explain the language and symbols of that time to help reinforce the information given in the poem. I would model good reading and annotating skills by doing the first stanza with them. Finally, I would give them the free choice to explain their ideas about the prompt. I would perhaps show them a “good” version of the assignment where the students as positively reinforced with an “A” grade. Then I would allow them to choose their media or materials for the project in order to sustain their effort. I would provide a rubric to aid in self-regulation.
Resources
CAST (2018). Universal Design for Learning Guidelines version 2.2. Retrieved from http://udlguidelines.cast.org
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