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PPTArticleReview_AaliyahBanks.pptx
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Updated_Kaltura_Article_Summary_Presentation_RubricMathClassesFall2024.docx
Kaltura Article Summary Video Presentation Assignment Rubric
|
Criteria |
Exemplar (100 pts) |
Proficient (85 pts) |
Needs Improvement (70 pts) |
Does Not Meet (50 pts or below) |
|
Article Selection and Introduction (10%) |
Selects a post-2010 article on a P-5 math topic from an NCTM journal; provides a clear, concise introduction with purpose, author’s intent, intended audience, and a simple article overview. |
Follows article selection criteria and includes a mostly clear introduction covering purpose, intent, and audience but may lack minor details in overview clarity. |
Partially meets article selection criteria; introduction lacks detail, missing key information on purpose or audience. |
Does not meet article criteria or introduction is unclear and lacks purpose information. |
|
Summary of Main Ideas (30%) |
Provides a comprehensive summary of the article’s main ideas, clearly articulating key points, examples, and relevant concepts, demonstrating in-depth understanding. |
Summarizes most main ideas well, using some examples or concepts to support understanding, but lacks thoroughness in a few areas. |
Covers some main points but lacks clarity, examples, or necessary details that would demonstrate full understanding. |
Summary lacks coherence, missing most main ideas or examples from the article. |
|
Analytical Reflection and Conclusion (20%) |
Addresses both required questions thoroughly: (1) how the article’s ideas will assist in teaching elementary students a specific topic or strategy, with specific examples; and (2) how these ideas/strategies can improve student understanding, with clear comparisons to other strategies or prior learning. Uses strong examples directly from the article. |
Reflects on article strategies with some detail on their teaching impact and student understanding, answering both questions but with limited examples or comparisons. |
Provides general reflections on article strategies but lacks specific examples or clarity in answering both questions. |
Conclusion lacks clarity, fails to answer one or both questions, or lacks necessary support and examples. |
|
Presentation Structure & Delivery (10%) |
Creates a 7-10 minute embedded Kaltura Capture video with 5-7 slides, maintaining clear visual presence (face on video). Presentation flows logically with concise explanations and examples. |
Completes a 7-10 minute embedded video with 5-7 slides, providing examples but may have minor gaps in visual engagement or logical flow. |
Video time slightly exceeds or is under the limit; slides lack cohesion, and visual presence is inconsistent. |
Video is not within the time requirements; lacks structure, visual presence, or clarity. |
|
Visual Aids and Text Usage (10%) |
Includes effective visuals from the article (e.g., diagrams/charts) that enhance understanding, with text kept brief and purposeful to avoid excessive wordiness. |
Includes visuals from the article and follows text conciseness guidelines, though some slides may be wordy or slightly cluttered. |
Limited visuals, from the article and slides are somewhat cluttered or text-heavy, impacting presentation clarity. |
Lacks visuals from the article or has excessive text that detracts significantly from clarity and engagement. |
|
Citations and Academic Integrity (10%) |
All summarized or paraphrased information on slides includes proper APA citations; citations enhance credibility and academic integrity throughout. |
Most summarized content on slides includes citations, but may miss a few minor details in formatting or coverage. |
Some summarized or paraphrased content lacks citations, reducing academic integrity and credibility of the presentation. |
Does not cite summarized or paraphrased information, violating academic integrity standards. |
|
Submission Requirements (10%) |
Submission includes all required elements (PDF copy of the article, PPT file, embedded Kaltura Capture video, and all accurate file names with name in title. |
Meets most core submission requirements with correct file formats but may have minor format or naming errors. |
Missing core submission requirements or incorrectly formatted files. |
Incomplete submission or incorrect file formats that hinder access to required components. |
PPTArticleReview_AaliyahBanks.pptx
Number Relationships in Preschool Author: Myoungwhon Jung
Aaliyah Banks
Clayton State University
Dr. Sharren Thomas
Math 2008
April 14, 2024
Introduction
Myoungwhon Jung's article, "Number Relationships in Preschool," discusses an important issue of children's ability to build number relationships, thus extending their understanding beyond mere counting.
Its purpose is to provide educators and professionals with useful evidence-based as well as practical strategies that they could employ in preschool learning engagements.
The audience here is educators working with preschool children and as they improve their teaching methods, a deeper appreciation of mathematical concepts in preschoolers will be cultivated.
By concentrating on this issue, the article will, therefore, significantly contribute to the early math competence of preschoolers in the formation of which a strong basis for math and problem solving will be laid. We will discuss the three type of number relationships found in this article, subitizing, more-less, and part-whole relationships.
Subitizing
Subitizing is the art of easily recognizing numbers without counting, which is the foundation of the solid numerical comprehension.
The understanding that the last counting word represents the meaning of the full set of items is one of the most basic concepts in acquiring cardinality.
Subitizing, also, helps the children in understanding the parts-whole relationships, as it brings into perception to the children that they are just composites of smaller parts (Jung, 2011).
Examples of activities that require subitizing are shown in Figure 1 where a group of children are presented with pictures of dots organized in different patterns and are invited to identify the quantity without counting.
These activities allows students to learn how to use manipulatives and pictures like ten frames to recognize and master quantities without counting one object at a time (Jung, 2011).
Also, activities of the subitizing category help children to develop math fluent, as well as flexible to changing concept of numbers, which will be a strong foundation for more advanced mathematical ideas in future (Jung, 2011).
More-Less Relationships
The relationship between more-less includes comparing quantities and understanding the differences between them, for instance, when comparing which group is shorter or taller.
It is very common for children of preschool age and kindergarteners to fall into difficulties in creating more-less relationships, especially in the context of the accurate judgment of that one quantity is inside another (Jung, 2011).
The article offers several ways and activities of teaching more-less relationships: among them using actual scenarios, as a context for weather charts or children's daily routines, to compare quantities and determine which is more or less (Jung, 2011).
Another method used is to make the children to have the habit of counting and estimate using the technique to figure out how the numbers are related, which will promote their understanding of a numerical relation (Jung, 2011).
More visual hands-on activities, such as working with counters and ten-frames, can be helpful to the teaching of 'more than-less than' relationships as it gives students a visual to work with and helps them compare quantities.
With this approach, educators have the ability to help their preschoolers develop profound understanding of the more-less concept, which will make it easier to grasp the advanced mathematical topics later on.
Parts-Whole Relationships
The part-whole connections can be visualized as the parts of numbers that are made of a smaller component.
It is often stated that children who hasn’t grasp the concept of part-whole relationships, tends to struggle with addition, subtraction and other mathematical concepts.
This concept is very essential because it is the key to solving all missing addend word problems and it aids to create an in-depth comprehension (Jung, 2011).
One activity that promoted the development of parts-whole concepts from the article included the children building a pyramid with cups, in which they had to do a mental drawing first, to determine how many cups they would need on each level to build the 4-story triangle building.
Also, using manipulatives like counting bears or cubes can help visualize part-whole relationships (Jung, 2011). The idea is to use the child's own hands to manipulate objects, to physically know the number concepts.
This type of exercises allow children to accumulate and take advantage of the understanding of parts-whole relationships, which makes it easier for them to learn adding, subtracting, and the other math problems.
Conclusion
The article spotlights essentially the significance of developing number relationships way beyond the basic counting skills in preschool learning.
Main highlights consist of the part played by subitizing in comprehending cardinality and parts-whole relationships, difficulties that students encounter when trying to deal with the concept of more-less relationships, and the importance of the parts-whole relationships for the addition, subtraction, and other math problems.
Subitizing activities assist the children to recognize the quantities without counting, which is the groundwork of counting fluency, flexibility, and other complex arithmetic activities.
More-less relationships push students to compare and understand different quantities, and as a teaching aid, real-life contexts and hands-on activities work better.
The parts-whole relationships help to imagine numbers as combinations of smaller parts, which is essential for the implementation of addition, subtraction, and the other mathematical notions.
Overall, all three of these relationships tie in to each other, and building number relationships in education (for preschoolers) is imperative, as it forms the basis of mathematics and helps develop their early mathematical reasoning as well as problem-solving skills.
How the Ideas Assist Teaching and Elementary Students
The aspects indicated in the article allows me to understand well the techniques that can be used in teaching numbers like subitizing, more-less relationships and parts-whole relationships.
These concepts may help me in my teaching by creating a more hands-on learning environment, promoting the steps of learning written in numbers, and engaging the students in critical thinking about the numbers and amount involved.
Strategy presented in the article will help students to learn and engage in math more effectively by making math concepts more descriptive and exciting thereby they will end up with improved reasoning and problem-solving skills in math.
For a preschool student, that will help him/her better to understand number relationships through real life and hands on learning activities and consequently get deeper knowledge of mathematical concepts.
Carrying out the processes outlined in this article can be a pathway for elementary students towards acquiring stronger critical thinking skills, excelling in math, and building a robust basis for mathematical education.
Reference
Jung, M. (2011). Number relationships in preschool. Teaching Children Mathematics, 17(9), 550-557.
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