What's Going On

1983 ◽  
Vol 30 (5) ◽  
pp. 33

Geomezoo. “If ever you visit a Geomezoo, you'll find it Jots of fun to do; because all the animals you will see, have come from the land of geometry.” This poem is the creation of sixth-grade students who were involved in a geometry unit at the Clifton Middle School in Houston, Texas. The purpose of the Geomezoo unit is to introduce geometric concepts so students are aware of geometric shapes and figures in everyday life. After geometric shapes and figures are defined and introduced, the students identify them in everyday objects. For the culminating project, students design an animal using geometric figures. The animals are 3-D with all parts labeled as to the geometric figures used.

2004 ◽  
Vol 9 (8) ◽  
pp. 407-411
Author(s):  
Lee Anne Coester

Take an incredible true adventure; add a lot of estimation and hands-on measurement; stir in parts of reading, writing, history, geography, and science; and one has the recipe for a powerful mathematics lesson. Shipwreck at the Bottom of the World is an extraordinary true story by Jennifer Armstrong. The book follows the story of Ernest Shackleton and 27 men who set out in 1914 to become the first people to cross Antarctica. Instead, their ship, the Endurance, became trapped in the ice and sank, leaving the crew who had no way to communicate with the outside world to find a way back to civilization. They made their way across ice floes and wild seas to an island where 22 of the men made camp to wait. Shackleton and 5 of his crew then set out in a 20-foot boat to cross 800 miles of ocean to find help. Nearly 2 years after the expedition began, the last of the crew were rescued, and all 28 men survived! For a week, in lieu of regular mathematics class and the time when teacher Karen Grokett normally reads to her sixth-grade students at Chase County Middle School in Strong City, Kansas, we went on a daily mathematics adventure. By doing a little planning and by inviting questions to encourage student inquiry, the lesson took on a remarkable life of its own.


2003 ◽  
Vol 9 (3) ◽  
pp. 134-140
Author(s):  
Clare V. Bell

Symmetry and geometric patterns are commonly used in the creation of designs that symbolize and contribute to the definition of culture. Native American weaving and pottery designs, Mexican tiles, and Islamic religious art are forms of cultural representation that rely heavily on a repetition of geometric figures and symmetry. These items are used as examples of geometric art for the lessons in this article (see fig. 1).


2021 ◽  
Author(s):  
Sarah Semple

A Cultural History of Objects in the Medieval Age covers the period 500 to 1400, examining the creation, use and understanding of human-made objects and their consequences and impacts. The power and agency of objects significantly evolved over this time. Exploring objects and artefacts within art, technology, and everyday life, the volume challenges our understanding of both life worlds and object worlds in medieval society. The 6 volume set of the Cultural History of Objects examines how objects have been created, used, interpreted and set loose in the world over the last 2500 years. Over this time, the West has developed particular attitudes to the material world, at the centre of which is the idea of the object. The themes covered in each volume are objecthood; technology; economic objects; everyday objects; art; architecture; bodily objects; object worlds.


PEDIATRICS ◽  
1996 ◽  
Vol 98 (3) ◽  
pp. 396-402 ◽  
Author(s):  
Carla Campbell ◽  
Donald F. Schwarz

Objective. The purpose of this study was to determine the prevalence of exposure to violence in preadolescent children in communities that vary by family income and to determine patterns of physical symptomatology and communication after exposure to a traumatic event. Methods. Two hundred twenty-eight sixth-grade students from a suburban middle school (school A) and 209 sixth-grade students from an urban middle school (school B) in the Philadelphia metropolitan area were surveyed by a group-administered anonymous questionnaire. Results. Two hundred two students (89%) from school A and 200 students (96%) from school B reported knowing someone who had been robbed, beaten, stabbed, shot, or murdered. One hundred twenty-nine students (57%) and 183 students (88%), respectively, witnessed a robbing, beating, stabbing, shooting, or murder. Ninety-one students (40%) and 141 students (67%) had been personally robbed, beaten up, stabbed, shot, or caught in gun cross fire. One hundred thirty-four (59%) and 152 (73%) reported hearing gunfire in their neighborhood. One hundred eighty-eight (82%) and 202 (97%) had at least one positive response in all three categories: knowing a victim, witnessing an event, and being a victim of violence. The proportion of positive responses from school B was significantly greater than the proportion from school A for all of these results. Many students reported symptoms associated with somatization syndromes, depression, and posttraumatic stress disorder; the school B group had significantly more symptoms than the school A group. Both student groups had discussed episodes of witnessing an event or victimization with others, mostly family members and friends, and expressed feelings of fear, anger, sadness, and frustration about these episodes. A very low percentage of the students (from 1% to 8% in the different analyses) consulted a medical or mental health professional. Conclusions. These data support a substantial prevalence of exposure to violence for suburban and, even more dramatically, for urban middle school-aged children. The higher-prevalence group reported a higher incidence of symptoms sometimes seen after traumatic stress. Many students in both groups expressed multiple feelings about their exposure to violence, and most talked to someone about their exposure; rarely was this person a health professional.


2007 ◽  
Vol 13 (5) ◽  
pp. 260-265
Author(s):  
Elana Joram ◽  
Vicki Oleson

Slope is one of the most important mathematical concepts that students encounter in middle school and high school. The concept of slope “weaves its way through algebra, geometry, trigonometry, and calculus” (Anderson and Nelson 1994, p. 27), yet research with high school students shows that they can often calculate slope but are unable to interpret its meaning (Newburgh 2001; Stump 2001). This is a familiar problem in mathematics education; students learn a formula for solving a particular type of problem without conceptually understanding the relevant mathematical ideas. One way to enhance students' understanding of slope is to introduce it conceptually in middle school (Beckmann and Rozanski 1999), with the understanding that this conceptual foundation will provide a basis for the formal definition of slope to be introduced later on. In this article, we describe two related lessons for sixth-grade students that were designed to accomplish this goal.


Author(s):  
Jill Castek ◽  
Richard Beach ◽  
Heather Cotanch ◽  
John Scott

This chapter explores the ways sixth grade students from a linguistically and culturally diverse classroom used Diigo, an online social bookmarking site, to engage in annotation writing focused on the discussion of science ideas within a text. While the use of apps has rapidly increased in schools, there remains little research on the ways annotation writing can be used to support scientific argumentation. Findings from this study indicate that students used the annotation app to pose questions, formulate claims, and request evidence from peers to answer questions or support claims. These results suggest that the process of collaborative annotation encourages students' documentation, critique, and refinement of ideas, which can aid learners in close reading of science texts.


1998 ◽  
Vol 3 (4) ◽  
pp. 276-280
Author(s):  
David Slavit

The development of intuitive understandings of geometiy is highly important at the middle school level. One way to develop intuitive geometric understandings is to create a learning environment in which students are encouraged to explore relationships among various geometric shapes. The environment should give students opportunities to make conjectures; suitable materials and teacher guidance should be readily available to support attempts to verify these conjectures (Clements and Battista 1992). For this reason, the NCTM (1989) has encouraged teachers to take a perceptual-to-conceptual approach to teaching geometry, which involves the development of general geometric concepts through tangible and familiar experiences.


2019 ◽  
Vol 41 (2) ◽  
pp. 43-64
Author(s):  
Tracy Worthington

This single site case study examined influences on student success, as perceived by twelve selected sixth grade students (ages 11-12), at a mid-West U.S. middle school (grades 6-8). Using a strengths-based positivist approach, it examined how and why participants thought they had been academically successful during their first year of secondary school. Analysis of the resulting student-centered narrative applied elements of ecological systems theory to determine home, school, and community influences on academic success. This study reinforces the importance of listening to students, recognising the role student voice can have to improve the overall teaching and learning environment.


2020 ◽  
Vol 113 (5) ◽  
pp. 375-382
Author(s):  
Scott Corwin ◽  
Michelle Cascio ◽  
Katherine Emerson ◽  
Laura Henn ◽  
Catherine Lewis

Our middle school mathematics department used lesson study to investigate how to introduce fractions division to our sixth-grade students. We highlight our learnings during the Study and Plan phases, describe our observations during the lesson, and provide tips for educators interested in using lesson study to study their own content.


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