Group items tagged

This article provides a literature review on studies that have been completed to look at the impact of Computer Technology and Math learning. This review looked at 46 studies that were conducted. The results overall showed a positive effect when Computer Technology was being used. However, the study also points out that when using CT, it must be combined with good teaching in order to maximize student understanding and learning.

As stated by the MobyMax software program, it "combines curriculum resources like placement tests, adaptive lessons, progress monitoring, IEP reporting with teacher tools, and motivational features (badges, games, and contests)." Users are able to upload student rosters for this program that accommodates grade levels k-8. Drill-and-practice lessons/assessments are Common Core State Standard aligned for both mathematics and reading content. My students and I enjoyed this software as a supplement to classroom instruction. With kid-friendly visuals and quick feedback on assessment scores, this classroom supplement will make learning more engaging.

DimensionU creates engaging and interactive multi-player video games that focus on core skills in mathematics and literacy. Our content aligns with the Common Core, state standards and classroom instruction Learn More about DimensionU Comprised of four engaging, multi-player games with access to curriculum in both Math and Literacy, grades 3 - 9. Some available games: * Meltdown is the DimensionU game that offers students a second chance when answering difficult questions, and rewards creative strategies to achieve victory. * Velocity is DimensionU's high-speed obstacle course that ensures players answer questions correctly in order to continue progressing through the race.

Note: The article is in English, although the page that shows the full article is written in Spanish. This article presents the idea that using screencasts and/or video lessons can help give students access to better instruction. The main idea of the paper is that to properly support students, one needs to be able to help answer questions in a timely fashion. As students study away from school, they tend to email questions to their instructors. I have noticed in recent years that emailed questions, although extremely relevant, can be unwieldy to explain via text. The article's text has the exact same conclusion (which is why it resonated with me the way it did) and makes the distinction that those same unwieldy or impractical 'text' solutions would be trivially answered if the student was face-to-face with the instructor. This concept, that face-to-face interaction is superior to all others, is the motivation for writing this paper. While screencasts and videos are not very interactive (for the most part), they are superior to simple written explanations (especially for complex or visual problems in science and math).

Wow! What a thoughtful analysis of the idea of using screencats and/or video lessons to support student learning.

Phet is a website that provides interactive simulations for science and mathematics. The simulations can be downloaded or used online for instructional, homework or review purposes. They are free and easy to use and a great learning device. An instructor can use the simulations to introduce information to students as well as using them as instructional methods to help students grasp ideas. Having students work on simulations in class or as homework can help enrich understanding.

this is a "protocol students can use to share and gain knowledge in preparation for an assessment."

I would rate the Go Go Mo protocol a 4 in the Rigor and Relevance dimension. While using this protocol, students are not only thinking (when they are giving) but also working. Students are actively moving around the classroom seeking out others from whom they can get new information. The teacher also suggested that they take their readings with them, which may hint at the fact that may still need to actively search for information. My group's SMART goal is that students will be able to analyze word problems to identify mathematical components needed to solve complex word problems and apply them to real-life problems and scenarios. This method could be effective (may be used on a smaller scale with 2-3 people for word problems) in that all students will have to identify information that they deem important and share with their classmates. From here, they can begin to decide what information is actually most important to solving the problem that is proposed and work together to solve the problem.

This activity will help close the learning gap by enabling collaboration and information sharing between students prior to exams.

In this article, the authors describe why it is important to develop number sense rather than rote memorization with math facts. The article lists why number sense, reasoning, and deep understanding of numbers leads to more efficient problem solvers and higher achieving math mathematicians. A few engaging activities are listed to replace rote memorization of addition and multiplication math facts. A heavy emphasis on speed leads to anxiety and a distaste of mathematics in many young learners. Educators should be focusing on teaching students how to be flexible thinkers when faced with unknown math facts.

This is a great article that delivers insight about how incorporating children's literature in middle school math can improve literacy amongst students and overall improve mathematical comprehension. These literatures if used appropriately can reduce math testing anxiety and increase confidence amongst students in math.

The purpose of this study was to determine the efficacy of computer-based math interventions in an attempt to improve math performance of fourth and fifth grade students with math struggles; most notably memory, retention deficits and poor recall. As mathematics is cumulatively based, it is imperative that students master one concept before moving onto the next. Noted math deficits are typically evident by middle school corresponding to the introduction of algebraic concepts. This study found that the foundation of skills can be attained with computer-based math interventions that directly targets deficit areas with routine, strategically designed practices designed specifically to improve retention and retrieval of math foundations.

This article described how computer-based math interventions can be used in the classroom to improve students' performance in mathematics. The study described in the article explains that instructors can use computer-based programs with their students if they are used with fidelity and are monitored by teachers.

Week 8: "Language plays an important part in math instruction, particularly for ELLs. This article offers some strategies for making language an integral part of math instruction and the tools and language ELLs need to master math." This article delves deeper into the importance of content vocabulary and content knowledge. Often, the foundation and basics of content areas are brushed over creating a gap for many learners. In mathematics, despite the universal language, there are barriers due to language and deficit in content-related knowledge. This article offers strategies to bridge the gap and increase content knowledge to supplement the learning taking place.

This KQED blog post provides information on current and past research that indicates how important movement and the use of our bodies are to learning. This research is called "embodied learning". The discussion on highly decorated classrooms is worth further exploration. This would be another great article for a text-based discussion in a PLC. The math and physics examples can be adapted for other content areas for use as instructional strategies.

(Week 9: Benjamin, Cheney, and Gretchen) This article is accessible through the link provided above. The main focus of this article is to inform educators of the positive effects movement can have on student learning. This article provides a series of studies where students were presented with different problems, mostly math, and encouraged to represent the problems with movement. Students who used physical movement to represent and solve mathematical problems demonstrated higher levels of success than their age-related peers who simply solved by reading a problem to themselves or aloud. This article is useful for all members of my team as it suggests methods for adapting physical movement to all content areas. Within this article it is suggested ""When students use their bodies in the learning process, it can have a big effect, even if it seems silly or unconnected to the learning goal at hand" (Schwartz, 2015). I think most teachers can find reassurance from this research-based article knowing that the implementation of movement doesn't have to fit directly with curriculum unit. The teachers within my specific team can use the practice of movement as an alternative method for instructing desired skills such as decoding strategies for reading or identifying/constructing numbers in base ten. Reference Schwartz, K. (2015, March 26). Why kids need to move, touch, and experience to learn. Retrieved from https://www.kqed.org/mindshift/39684/why-kids-need-to-move-touch-and-experience-to-learn

WEEK 7 - Chris Baugher, Patricia Bankins and Alison Burns - First reading. "This paper investigates how pre-service teacher education can provide a strong literacy foundation for content area teachers. Pre-service teachers emphasized their growing awareness of how literacy strategies can enhance student learning in their specific subject areas." (Orr, Kukner and Timmons, 2014)

This article gives an interesting insight to content area literacy and infusing literacy into science and math classes. I was particularly interested in the different ways the sample teachers incorporate literacy strategies into their teaching. They talk of expanding notions of what learning and assessment can look like in science and math. Teachers must have a solid content knowledge themselves to be able to express "the most useful forms of representation of those [topics to be taught in the subject area and] ideas, the most powerful analogies, illustrations, examples, explanations, and demonstrations-in a word, the ways of representing and formulating the subject that make it comprehensible to others. (Schulman, 1986, p. 9)

The article supports this week's activity and Willigham's video on content knowledge improving reading skill. The first section in 'content area literacy" says it all: "Content area literacy is the ability to acquire understandings of, and think critically about, new content in a discipline using reading, writing and multiple other forms..." (Draper, 2002; Heller & Greenleaf, 2007; Kane, 2011; McKenna & Robinson, 1990) The article as a whole supports and builds upon the importance of not only literacy but also what assessments could look like and what they should reflect. Lastly, "[b]ecause literacy is important in all subject areas, content area teachers can plat a significant role in their students' literacy development" (Alger, 2007, 2009; Draper, 2002; Lind, 2008, Heller & Greenleaf, 2007). Before students can learn the material, we as teachers must become familiar and competent enough in the content to not only explain the ideas but to show them and relate them to the students' lives and prior knowledge.

(Week 8: Jennifer and Ashleigh) This article is accessible through the link above using the UMUC library database. This article analyzes data from an early childhood survey to determine how various instructional strategies in math impact students of diverse racial/ethnic backgrounds, socioeconomic statuses, and varying readiness levels. The results of the study indicate differing exposure to instructional strategies to support students in math. For example, the study shows that students with high socioeconomic status and higher readiness levels have more exposure to the use of manipulatives, while students with lower socioeconomic statuses and lower readiness level have more exposure to music and movement to learn math. Additionally, the study found that only some instructional strategies have an impact on student achievement in math. This study is beneficial for teachers as they reflect on their current instructional practices in relation to student achievement. The results of the study express the need for differentiated math instruction for various communities of learners within the classroom. This is useful as we examine Ashleigh's Data Action Plan and how the use of manipulatives for measurement may or may not support achievement for all students. As strategies are implemented, Ashleigh can take note of which strategies are most beneficial for different subgroups within her classroom. References Bottia, M. C., Moller, S., Mickelson, R. A., & Stearns, E. (2014). Foundations of mathematics achievement: instructional practices and diverse kindergarten students. The Elementary School Journal, 115(1), 124-150.

(Week 8: Maia and Shawntel) This article is accessible through the UMUC library. The focus of this article was to introduce and explain the importance of strategies that motivate and engage students when learning how to solve word problems in algebra classrooms. The author argues that students show more engagement in algebra word problems when they are guided through problems that have real-life problems. The article provided data based on a study where students were given similar problems to solve with real-life and fictional problems. The students trended a preference to the real-life problems while also scoring higher on real-life problems. The authors state, "given a set of word problems covering a variety of application areas, students prefer problems which either generates intrigue or problems to which they can easily relate" (Premadasa and Bhatia, pg 15, 2013). Our group choose this article because of the current situation for the implementation process. The practicing teacher was met with a lot of resistance when introducing the new tactic. This supports our notice and wonder questions that students are not engaged and positive when approaching algebra word problems. The attitude of students directly impacts comprehension of word-problems. Therefore, we used a planning protocol to re-adjust the types of problems that were presented to the students. The practicing teacher found instructional videos that had current and real-life scenarios. Although it is still early in the implementation process, the teacher did notice an attitude change among the students as the proceeded with the material. Premadasa, K., & Bhatia, K. (2013). Real Life Applications in Mathematics: What Do Students Prefer?. International Journal For The Scholarship Of Teaching And Learning, 7(2), http://eds.b.ebscohost.com.ezproxy.umuc.edu/eds/pdfviewer/pdfviewer?vid=3&sid=ef4d2731-303f-462b-ba77-64f1a21bc66e%40sessionmgr101

This is the position statement developed by the National Association for the Education of Young Children related to mathematics in early childhood education. This document outlines 10 strategies for high quality math instruction in the early childhood classroom, as well as, 4 strategies for educational institutions, program developers and policy makers. I found the 10 strategies for teachers to be particularly beneficial in my own reflective practice.

There is no one way to use technology in the mathematics classroom, but I have always struggled with how to seamlessly move from a hard-copy activity to a technology based one. In order to improve students understanding of Algebra 1 concepts, I believe that they need to be provided with multiple ways to look at things. However, there does not always seem to be time to create other types of materials that are more visually appealing. The source below lists different ways that I could allow students to use technology to enhance their learning in and out of the classroom. I also appreciated knowing that some of the techniques that we currently use are considered "effective uses of technology" in the mathematics classroom i.e. collecting real-world data for in class work and taking pictures of real world objects. In the future, I would like to have a link of my Canvas page for students to find multiple tutorials for each concept that could a condensed version of the lesson from the day, along with other videos that would provide them with a new way to look at the information. With these resources students could be required to show that they viewed videos at home and it could help me to begin "flipping the classroom" and providing more enrichment and practice in the classroom for the students to solidify their understanding.

This blog post explains the way to close the achievement gap in a mathematics classroom. The article touches upon stereotypes and ethnic and racial disparities, and other ways for educators to close the gap for their mathematics students.

Wow, what an interesting article! I'd never really considered racial inequality in math instruction before, but after reading the article, something to consider. One of the suggestions was to remove homework from math instruction due to some studetns unstable living situations. This makes sense and I think as teachers we often forget what some of our students are dealing with at home.

I really liked this article and the ideas in it. I try to celebrate the mistakes in my classroom, using them as a lesson within a lesson. I understand the point about homework, however I will continue to give my students homework. We are supposed to be preparing them for college. I don't remember one college class where most of my grade didn't come from work outside of class.