The Future of New Media

I recently observed Prof. Steve Klein’s class Online Writing – 331.  The entire class was a Skype call to an embedded journalist working for Al-Jazeera in Doha, Qatar.  Watching undergraduates tweeting, blogging and interacting via Skype caused me to begin researching the future of new media and the ways information will be passed along.  I found this interesting forum that is coming up and hope to get more information about it in the coming weeks.  By following forums like this I will be able to stay ahead of the curve when teaching my students about journalism and new media.

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Journal article 3/23

Marchel, M.A., and Keenan, K.M.S. (2005). Tradition and change: The voyage of revising an early childhood studies preparation program. Journal of Early Childhood Teacher Education, 26, 331-345.

A Midwestern university early childhood education (ECE) program was found to be lagging behind changes in the field. A team of faculty worked with a facilitator to redesign the program of courses in the early childhood department. The faculty realized that coursework needed to updated for better preparation of future ECE teachers. The authors note that the faculty committee was concerned with the challenge of balancing traditional coursework with new approaches.

 Changes in the early childhood world in recent years include the enrollment of many more children in preschools and centers who come from widely varying cultural backgrounds. Many of these children are not English speakers when they start in preschool and need help assimilating to American culture and learning English. Another recent change in early childhood environments is the inclusion of children with special needs in general education classrooms.  New research findings in neuroscience and brain development in children need to be addressed in college course work. Other external forces creating change include new federal mandates for schools about teacher licensure and updated best practices standards issued by the National Association for the Education of Young Children (NAEYC) and the Council for Exceptional Children.

 The faculty design team in the article chose to implement a universal educational approach that would include most early childhood development courses and special education classes under one department.  This kind of unified program is currently being used at George Mason University in the early childhood courses.

 Some of you will appreciate this mathematical formula from the article:  Change often occurs when dissatisfaction (D) plus a vision (V) of the desired state plus identification of the first steps (1st steps) and recognition of capacity (C) is greater than (>) the resistance (R), or stated as a mathematical formula: Change = D + V+ 1st Steps + C > R (Gleicher in Jacobs, 1994, p. 122). (p 332)

In this case, student and faculty dissatisfaction with the current course structure led to faculty vision of a new early childhood program. The vision was “to create a professional development program that would prepare early educators to appropriately nurture and support young children and families with diverse abilities and backgrounds.” (p 334) The vision was translated into a development plan, and new and updated classes were added to the curriculum in the early childhood department.  I find the willingness of the faculty to keep current and make adjustments to their courses very encouraging. They reflected on their own system, researched other programs, and made adjustments to best serve their students.

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A Couple of Technical Questions

As you know, our teaching assignments are coming up over the next few weeks. I was wondering a couple of things.

First, I have a clicker, a remote device for changing, for example, power point slides without having to do so manually at the computer itself. Dr. Smith and/or Jonathan, can this be used on the computer in our classroom? It has a portion of the device that inserts in a usb port and the other part is hand held. Or is there some other way to do this?

Second, I would be happy to let anyone else in the class use it if they are going to be using power point or any slides, etc in their teaching demonstration. Just let me know.

Hope all of you have enjoyed your spring break. See you next Tuesday.

Bass

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Teaching Observation

I observed in an early childhood education class about literacy and language. The class size was about forty students. The room was in the basement of the Robinson building and held about fifty chairs in rows. When students came in they signed in on a sheet at the front table, picked up handouts, and deposited assignments due in a pile. This appeared to be the standard beginning to the class. When the professor came in she started her lecture with a power-point right away. She got angry with late-comers, some of whom came half an hour late.

There were students in the back of the room texting on cell phones, chatting with each other, or surfing the net on laptops during the professor’s lecture.  One student fell asleep. It seemed that most students were not attentive or interested in the presentation. The lecture lasted over an hour.  The topic was part of the chapter from the previous week which they hadn’t had time to finish.  The professor told the class to save questions for the end. At that time, several students asked for clarification on some points. The professor answered some of the questions but cut off further discussion.

At the break I asked to see a syllabus from the student sitting closest to me. The syllabus was clearly outlined and easy to follow, but apparently not all of the assignments are on it. The class does quite a lot of work on Blackboard, some as individual students, and some in group chat rooms. Some of the assignments are only on the Blackboard site. On the syllabus the learner outcomes are detailed on the first page. Professional standards associated with language and learning are outlined. The class readings and textbooks, course requirements, and grading methods are listed. Class attendance and participation are 15% of the final grade. Three major assignments constitute the other 85% of the final grade. One assignment is small group work, and the other two are individual tasks.

The night I visited class, the students were confused about an assignment and asked for help. I noticed that several students were still unsure about what to do even after the explanation. The assignment was on the Blackboard class site, not in the syllabus. The professor was impatient with the questions and wanted to get back to the lecture. The last half of class was lecture style and concerned the chapter for that night.

Two students visited with me after the class was over. They said that they were not enjoying the class but had to take it for their degree program. One student shared that she never bothered to read the textbook chapters because the professor lectured on them every week. She said that the amount of additional work on Blackboard should have been detailed on the syllabus. The students found the extra work to be too much in addition to the class readings and large assignments.

I asked the students how they would change the class. One said that she felt the professor should be more responsive to the concerns and difficulties the students were having. The other student said the professor loved the subject of literacy and language but wasn’t good at teaching. The student said that there should be less lecture style and more interaction, questions and answers, and maybe have small groups during class time to discuss the readings rather than just lectures. It sounded to me as though the students didn’t feel any ownership of their learning and had little to no interest in being in the class.

I agree with Brian’s point that lecture style is more effective if the lecturer moves around, away from the podium, and in the class. My impression in the class I observed is that the teacher didn’t want to engage directly with the students; whether that was because she doesn’t feel comfortable with personal interactions or perhaps is just entrenched in one teaching style isn’t clear. The teacher did not seem amenable to spending much time talking with the students. Negativity seemed to come from the teacher and the students. It was uncomfortable to observe. I know how I do NOT want to teach a class after my observation. I hope I will be positive and engender positivity in my students.

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Midsemester Assessment

More work, thought, and preparation go into teaching a college course than I had previously realized. 

Many of the courses I took at Northern Virginia Community College and at George Mason University have had syllabi designed by a committee or group of professors.  Adjunct professors and grad students are given the syllabi, the textbooks, and the course outcomes and are expected to teach with the materials.  The creativity allowed to the instructor occurs at the individual class level in the way the material is presented and the involvement of the students. Some of my professors have complained about being assigned to teach a course somebody else has designed, and some teachers don’t know what is on the syllabus before the class begins.

Now with a little better understanding of college teaching, I can see that certain standards and outcomes are necessary in some coursework.  In early childhood education courses the outcomes frequently correspond to standards set for the education field by professional associations and government licensing agencies. 

I am learning about the construction of a class, the outcomes and goals, the various ways information is explored and delivered, and the different methods for involving students in their own education.  The class readings have been informative, and for me the class discussions are very important.  I am a social learner, as I learn best by discussing and conversing with others about new information.  Writing comes fairly easily to me, and I enjoy reflecting on the class readings.

What has been most valuable to me this semester is to reflect about what we are learning and what I already know.  I have years of experience teaching young children and teaching adults. I have lots of experience working with children and teens.  I am a competent counselor, advisor, mentor, and teacher.  What I have not reflected upon before is HOW I do what I do with other people and WHY I am effective in my endeavors.

I plan ahead for what I want the children to learn (outcomes), provide appropriate materials for the ages and stages of the children, and then I guide them in their learning.  I believe in allowing children to explore materials freely, so that their learning is authentic.  I use the Vygotsky approach and scaffold learning for children, provide them with opportunities to work towards the next level, and support their explorations. I do very little direct teaching. When I am teaching a workshop to adults I plan what I want to cover in my power-point and handouts, and I plan the order in which I’m going to present materials. The piece I need to work on is student involvement. In a ninety minute workshop there isn’t time to do much student-directed activity compared to a semester course. This is an area I need to work on.

When, at various times, I was president of the local, regional and state child care associations, I used consensus process.  Everyone had an equal voice in decision making and planning.  I listened, supported, and asked for thoughts and suggestions, and I made sure everyone was heard.  I can take these various strengths and styles of mine and use them to teach. I can devise outcomes for a course, provide the materials, and support and advise.  I can listen to opinions, make sure everyone is heard, and create assignments that allow for active student involvement.  I can promote critical thinking and transformative classrooms by giving each student a role in the problem solving and application of their new knowledge. My short-term goal is to continue learning and taking classes, to continue training in my field, and to work with little children.  My long-term goal is to teach early childhood education at the college level.

I am enjoying our learning community. Our group is diverse, but the shared desire to be competent teachers brings us together in a common cause. Having started the class a little late, I am pleased that the group accepted me readily. The readings for our class, reflections, and class discussions have been interesting and informative.  There is so much new information to digest that I felt a little overwhelmed at times, but I think I’m keeping current. I am looking forward to the peer teaching presentations. My favorite part of class is listening to others’ ideas and opinions and talking about our experiences.  The only change I would make is to have our class earlier in the evening when I have more energy!

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Teaching Obeservations

For my teaching observations I attended two sections of an introductory statistics course (STAT 201) on Monday, March 7th.  The classes were taught by two different instructors, thus allowing for a comparison of different teaching styles.  Two instructors would also give insight into teaching approaches that may be driven more by the accepted practice across the field, whether it is the best way to approach the material or not. 

Both courses were taught in lecture halls, one had about 100 students signed up, the other just over 50 students.  In this environment both instructors were essentially in lecture mode, mostly situated at a podium with an overhead projector. 

In the first class, Class A, the students turned in homework assignments at the beginning of the class prior to the instructor coming in.  When the instructor arrived, she started immediately into the material.  The instructor used two types of media.  The first was a series of power point charts with notes and definitions on the material of the day.  After a considerable amount of time the instructor moved to a projector where she could write and solve problems on paper, and her work would be projected on a screen. 

The topic of the day was an introduction to probability and distribution.  The examples she gave were simple, straight-forward problems one would expect from this level.  The teacher introduced the concept from two perspectives, one being a pure example of showing probability based upon the throwing dice.  To illustrate, she used slides which listed all the possibilities.  The second approach she presented was through the use of a diagram tree, showing probabilities built through a series of subsequent trials.

Although class A was technically sound, the instruction almost even put me, someone interested in this material, to sleep.  The instructor seldom looked up from her notes, and seldom engaged with the class.  Since I was sitting in the back, it was obvious that many students were doing other things such as social networking, texting, or other work.  Those that seemed interested enough to observe the teacher and take notes were few.  I wondered why many of the students bothered to come to class given the lack of attention to the instructor, and probably relied on their own independent study.  That question was answered at the end of class when the instructor provided a code the students were required to enter on-line in order to get credit for attending the class. 

There were many similarities with Class B.  The power point charts looked like they were the exact same ones, which led me to believe the starting point for theses classes is a “canned” lesson plan.  This instructor also used the same techniques of writing problems on paper that were than projected on the screen.  This instructor did attempt to make more of a connection with the students.  He would ask questions of the students and give them time to think and respond.  Still, he pulled a little short by giving the answer if no one volunteered.  The layout of this lecture hall seemed to more facilitate that.  The stage for Class A was on a raised platform, which wasn’t the case for Class B.  This allowed the instructor for Class B to move away from the platform and get physically closer to the students.  He did this with some encouragement, and questions posed to the students.  Still he did not completely commit himself, allowing himself to walk only a couple of rows from the side of the room.  He also used a demonstration where he actually tossed a coin which would land on the projector screen showing the results of the toss.  The concern here though was the instructor did not seem to be completely aware or in control of the physical environment.  The coin was landing on the part of the screen that was just outside the projection camera, so even though you knew what he was doing, you did not see the projection on the screen.  He would record the results of the toss which everyone could see, but the impact of the demonstration was lost.  Like the other class, the instructor also gave a code for the students to enter on-line to get credit for attending the course.

Having given myself several days now to reflect on these two classes, I came to several conclusions and ideas.  Here are the five key ones that really struck me.

First, a lecture format is not conducive to deeper learning.  But if the class has to be in a lecture hall due to the demand for the class, the instructor needs to be aware of his or her surroundings.  This could be done by having the students move closer to the front of the room, stepping away from the podiums and projectors, walking around the room while still discussing the material, and observing what the students are actually doing.  Even when at the lectern, at least look up and make direct eye contact with the students.

Second, engage and challenge the students directly.  It is natural for students to hold back in a large class where they do not have to engage.  If no one volunteers to answer a question, ask individuals directly.  This lets students know they need to come prepared, at least to the point of being prepared to discuss the material.

Third, use problem solving with more direct interaction with the students.  Rather than stepping through the process and providing all the answers yourself, get the student directly involved in solving the problem.

Fourth, even in the lecture hall, don’t base part of the class grade on attendance.  Attendance by itself does not focus on actual student learning.  If the students can actually do just as well on the material independently and come in for graded tests and assignments, than class attendance is irrelevant.  As a minimum, plan interactive activities that require both attendance and participation.

Fifth, if possible, get out of the lecture hall and into smaller class sizes.  This may not be practical in all cases, but it does allow more direct interaction with individual students, encourages more questions from the students, and allows the teacher to better gage where the students are in their understanding of the material.

When I begin to teach these types of courses I hope to be able to do so in a manageable environment, where student learning can be truly assessed.  But given that the conditions may not always be the most favorable, I hope to be able to find ways to make the experience worthwhile for the student, and not fall into the mental trap that this is just the way it is.  Perhaps group projects outside of class that require deeper thought outside the classroom may make the learning experience more tangible; while at the same time, giving grades to groups rather than individuals may help keep grading more manageable.  This is still not necessarily the most desirable arrangement, but it may be a more realistic compromise in a large classroom situation.

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Journal entry for 21 March

My article this week is “Learning Statistics at the Farmers Market?  A Comparison of Academic Service Learning and Case Studies in an Introductory Statistics Course” and is found at http://www.amstat.org/publications/jse/v18n3/hiedemann.pdf.  This was the first article I have read concerning the use of the Academic Service Learning (ASL) concept.  Given my doctoral program is focused on community college teaching, this article seemed especially appropriate given the role these colleges play in higher learning and in many local communities.

The study in the article, conducted at Seattle University, compares the use of case studies with the real life situations involved in an ASL.  The university has as part of its mission to educate students and give them an appreciation of how their learning is relevant to their chosen professions.  Through this study, the researchers looked at two main questions.  First, is there a difference in the academic learning between the two approaches as reflected in exam scores?  Second, is there a difference in how students feel about the practical use of statistics in their future careers upon completion of the course and the manner in which it was taught?

The introductory statistics course sections were divided in two groups.  Half of the sections were conducted using the classical case study method.  In this case, that entailed a case study involving perceived discrimination at Wal-Mart.  The other sections conducted a real life ALS project involving comparing prices of organic produce at local farmers markets to those at local grocery stores and food cooperatives.  The study was done in partnership with the Neighborhood Farmers Market Alliance (NFMA).

The study found that statistically, both approaches did equally well academically.  In other words, those who completed the sections with the case study on Wal-Mart did just as well as those students who did the NFMA study.  Although the authors did not suggest this, it does make one wonder if the additional time and effort used to develop the ALS project was worth the limited return in academic performance.  However, there was a significant difference in how the students perceived the usefulness of the course to the real world.  The specific statement students were asked to rate was “I will have no application of statistics in my profession.”  Overwhelmingly the students who did the ALS project saw more the applicability of statistics in their future.

From the research, the authors concluded that the difference in how students viewed the application of statistics was in the real-world hands-on nature of the work.  They could see firsthand real results for their effort.  An analogy to this may be the individual who gives money to support a local charity or food bank, compared to the individual who volunteers their time to deliver and serve meals for these same organizations.  In comparing an ALS project with a case study, both are considered effective teaching method, but the ALS project brings the practical use more in focus.

In my recent observations of introductory statistics classes at GMU, I found the classes large and based on a lecture format.  Perhaps they may have a case study element which I did not observe at the time.  However, imagining the possibilities of implementing an ALS type project in an introductory statistics course is fascinating.  In the community college environment this could prove extremely valuable not only to the students, but to the community at large.

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Journal Entry for 3/22/2011

A short and elementary proof of the infinitude of primes

Discrete Mathematics and its applications
Teaching Mathematics and Its Applications
Volume 27 Issue 4

This article briefly discusses Euclid’s proof of the infinitude of primes (a proof by contradiction that makes use of the Divisibility Lemma), then provides a similar but distinctly different proof. Euclid’s proof is one that I often demonstrate to students of all levels, both for its simplicity and as an example of what a formal mathematical proof looks like. For many students, their only exposure to proofs comes in a high school geometry course where the proofs are hardly indicative of what mathematicians actually do.

The proof presented in this paper is technically incomplete, because it fails to provide the requisite proof by induction at the end. However, the practice of omitting minor steps is common where the intended audience is be able to fill in the details with little or no work. While this proof is not as elegant as Euclid’s, and does in fact require a slightly more sophisticated reader, the techniques are straightforward. This proof would be an excellent example for students in a discrete mathematics or abstract algebra class, especially when compared to Euclid’s own proof.

I found this proof quite a nice read.

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journal article 3/16

Milner, H. R.(2009) What Does Teacher Education Have to Do With Teaching? Implications for Diversity Studies. Journal of Teacher Education, 61(1-2) 118–131. http://jte.sagepub.com/content/61/1-2/118

Milner tackles the issue of teacher preparation for the increasing diversity in P-12 classrooms and concludes that changes need to be made in teacher education.  Today’s new teachers and teachers who have worked in schools for many years should “develop the cognitive and analytic skills to continue learning through processes of improving their work” (Milner, 2009, p 118).  The emphasis on continuing teacher education reminds us that any professional needs to be aware of and stay knowledgeable about developments in the field. Auto mechanics, doctors, electricians, nurses, and child care providers take refresher courses.  Many professionals have renewable licenses with requirements for continuing education.

I can remember some teachers that I had and several that my children had who were unresponsive to change and to individual students.  The changing faces in today’s classrooms not only include children from other countries and other cultures who might speak limited or no English. Classrooms also contain children of varying abilities, different learning styles, and different temperaments.  If a teacher has a class of twenty-eight or more students who are widely different in their capacities to learn, it is vital that the teacher be prepared to offer the best possible education to each individual child.  Milner notes that teachers need a “repertoire of knowledge, attitudes, mindsets, belief systems, and skills for success” (p 118).

I’ve come to believe that all teachers, whether they teach general studies or a particular subject such as English or math, need to be educated about how to teach all kinds of students.  Milner talks about a transformative approach to teaching by “infusing (not just adding) multiple perspectives” (p 128), into classroom activities.  This can be achieved when students use critical thinking to work together to solve problems and learn.  A transformative teaching approach can be used for teacher education courses as well as for teaching children in school.  When people work together in small groups to solve a problem or finish a project, the interactions may be frustrating and difficult, but the end result should be increased understanding of the subject and other people. When students of all abilities and diversities are treated equally as critical thinkers and problem solvers, they are being recognized as capable of independent thought and analysis. A teacher teaches with the students and learns with the students. I think this is the classroom of the future, no matter what age group is in the class. Now all that has to happen is to convince the teachers of this.

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Journal Entry for 3/15/2011

Applicable problems in the history of mathematics – practical examples for the classroom

Teaching Mathematics and Its Applications
Volume 26 Issue 1

Abstract:
This text has been centered on two main ideas: the specifications of a good problem
to be introduced in a classroom; and according to Freudethal’s view, the importance
of teaching the students how to apply mathematics in their own real life problems.
Putting these two ideas together, we may conclude that historical real world
problems fit the classroom, as in modeling and changing them into the mathematical
language: 1-certain amount of interpretation and presentation is needed, 2-their
solutions require application of certain mathematical concepts according to
students’ knowledge 3-their solution could be related to the main real problem by
students and 4-presentation can capture and hold the interest of a student. At the
end, Al-Bruni’s measurement of the earth’s circumstance has been brought as an
example of the problems with such specifications.
Continue reading

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