Monday, July 2, 2012

Chapters 7 & 8: Reflections


As I read through this book, I continue to wrestle with whether or not I agree with the ideas that Postman is presenting.  In chapter 7, I would dare to say he is stretching ideas a little too far when he says humans are computers and computers are human.  When we talk about computers having a virus, it doesn’t mean they are like humans; I think it is more a way for humans to simply understand what is going on and talk about it in terms of what we are dealing with.  When we say we can’t work because the computers are down, we are not saying that they have human characteristics of being able to make mistakes or get ill like Postman suggests.  We are simply saying that they are not working.  It’s a fact.
Along with considering the human vs. machine debate, this chapter also made me consider the use of calculators in my classroom.  Because of the increasing technology that computers do provide, there are many forms of calculators and other machines that do calculations that we really don’t need to do any of it by ourselves.  This leads many people to think that we should just let students start using calculators at an early age because the skill of calculating long division or multiplying by hand is becoming obsolete.  In my math classrooms (grades 6-8), I make students do most calculations without calculators.  I start to shift that thought when they get to Pre-Algebra and Algebra where they should really have those skills grounded and the goal is to now work on a different skill set.  I had some parents and even some teachers that didn’t agree with me – we have calculators so we should use them.  What do you all think?  Should students still learn how to multiply and divide whole numbers, decimals, and fractions without calculators?  Or is that something that really won’t be important in the future?
Another topic that stirred thoughts in my head related to Postman’s view that questioning and language are forms of technology as well, for the fact that they have assumptions that direct our thoughts and give shape to the world.  As a teacher, asking good questions is a skill I continue to work on.  I want to be able to ask questions that promote thinking and challenge students to apply what they are learning.  When disciplining students, I try to ask questions that direct them to understand the problem at hand.  So in a way it is true that questions are powerful and can get people to believe one way or the other. 
A final thought I want to mention of the many ideas that Postman put forth in these chapters is the idea of polling as a technology.  He suggests that “the definition of a ‘good’ television show has become purely and simply a matter of having high ratings.”  Later he suggests, “Popular literature now depends more than ever on the wishes of the audience, not the creativity of the artist.” (p. 136)  To what extent does this apply to our schools today?  What makes education good?  Does it depend on the audience?  Could we say, “Education now depends more than ever on the wishes of the parents, not the creativity of the teacher?”  Teaching in a Christian school for the past 9 years, I have definitely struggled with some of the ideas in here, but I am interested to hear your thoughts first!

3 comments:

  1. When it comes to calculators I go back and forth. I teach Math to the same age, and it seems to be age with the most debate over calculators. In primary, you learn the skills with manipulatives and by hand; in high school, a calculator is required and expected. But what to do in middle school...

    I think we need to examine each case individually. It's not as simple as doing away with all mental math - kids NEED these skills. But we can't discount calculators either, they're a reality of our world and they save tons of time. When it comes to MS Math, I think we need to start challenging students with real-world problems that rely on critical thinking and a multi-step approach, with or without a calculator. It's not about solving 4x6 (which I DO believe kids should be able to solve in their head) but putting that problem in context. Perhaps we need to change our whole curriculum now that calculators are an integral part, and change the way we view and teach Math. Maybe the "Don't teach kids things they can just Google" approach also applies to not teaching kids things they can just solve on a calculator? I don't know...just a thought.

    ReplyDelete
  2. Like Shannon said, I think that you have to think about the use of calculators as related to different skills. I think a general rule would be that if a student is not able to explain to you what the calculator is doing, they do not have the process internalized enough yet to be able to use the calculator. Some of those skills of multiplying and dividing fractions and decimals can be really confusing for some kids, and I don't think they should just immediately resort to the calculator. On the other hand, I'm not always convinced kids know why they are doing something even without a calculator. I tutored a 6th grader last year, and she could talk all day about "disco dividing" and other algorithms, but she usually looked like a deer in the headlights when I asked her why.

    Your second questions is a tough one. I think that, unfortunately, the private school that I teach in often caters to the wishes of parents, particularly if they have a history of being a big donor. Parents are a very important part of the education process, and their thoughts and opinions should not be discounted, but it is sad when a teacher does not feel trusted to do what they think is best.

    ReplyDelete
  3. I agree with Shannon and Valerie that we want students to understand the concepts. But, some students have such a difficult time with understanding why they figure out problems the way they do. Application must really be the key. Then maybe kids will understand the context in which types of problems are used in real life. Maybe Math units should also be structured around solving bigger problems and themes that connect with real life. For example, I have _____ amount of grassy area available for RAGBRAI tents to go up in my yard. About how many tents of _______ size could be put up in my yard? Kids should work on a variety of ways to solve a problem. The calculator is one of those ways.

    I think parents make judgements based on some of the outward appearances: a teacher's dynamic personality, or the look of the classroom. If they could look a little deeper, they would see that some of the best teachers are not always the 'best in show' category. They are teachers who love the kids and who quietly and consistently do the best job they can for the students.

    ReplyDelete