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jordan

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Posts posted by jordan

  1. It's just about the same thing as any classical composer would have had access to, only styles change. The use of chord structure, note spacing, methodic vs. expressive styling have all changed even within what you are refering to as the classical period. There were many like the romantic and boroque that were very different because times changed. I would say that John Williams is just an extension of this into the 20th and now 21st century (albeit one the few).

  2. I'm assuming you're are talking about John Williams. A lot of his songs are very simple, and that's what I like about them. I have heard several that rely on just three or four notes for the entire melody. They are still great songs. One of my favorites is his Schindler's List theme, although it uses more than four notes for the melody, it uses some unique intervals instead. It's all very good stuff.

  3. Example, my neck will get stiff, I'll move it a certain way and it just pops, just like if you press your closed fist against the ground to get up and your knuckles pop from time to time. It just happens.

     

    I have a little different problem. My neck has been really stiff for a little while now, but wont pop. It just stays tense. Any ideas on how to make it stop?

  4. Chopin is my favorite. I also like Rachmoninov's piano concerto #3. Oh, and I'll add to the list of those who have played the moonlight sonata (although movement 3 was my favorite).

  5. for a start who mentioned Guessing?

     

    Your right, no one did. I thought of taking that word out but I didn't. I only used guessing becuase lining a ruler up and trying to eye when it is the widest isn't really a mathematicly sanctioned method. For these instances it might work, but in the greater picture it wont.

     

    and secondly why make excessive work for yourself when finding the diameter and dividing by 2 to find the radius (and therefore center) using only a rule and a modicum of common sense will suffice?

     

    Because it's the greater principle at stake here. Yes, I know this seems a bit over-done, but I am a firm believer in learning principles. Experience with other students has led me to believe that those who don't understand basic principles have difficulty grasping more complex ones. In this case it is the act of using a compass and intersecting arcs I think they are trying to get at.

     

    creative thinking ??? LOL, how could you get more creative than that???

     

    Everyone's first reaction would be to just measure it and divide by two. The creative ones are the ones like DimShadow7's.

     

     

    [edit'] you said may be used... MAY BE (as in not essential)!!!!

     

    True, but like I said before, if it is said that you could use a compass, that is a pretty clear indication that one's answer should include the use of a compass.

     

     

    All together, YT, I agree that yours is a valid answer. You asked why everyone made it so complicated, and I am just trying to explain why.

  6. why do most all of the answers here take the complex route though?

    using a simple rule will do the job :)

    (yes it`s a rule not a ruler!)

    take the widest part (diameter) and divide by 2' date=' that will be the middle :)

     

    nothing fancy, just plain old boring common sense :)[/quote']

     

    The point of most of these exercises is creative thinking and finding exact methods. Finding the intersection of arcs and lines is much more mathematicly accurate than guessing the middle and dividing by two, escpecially when it was specified that a compass may be used.

  7. I do tend to do things the hard way like that. I'm just horrible at memorizing formulas so I solve it my own way and end up with something close to the origional formula. It's kind of rewarding to do it like that sometimes. Other times it's just anoying.

  8. I'd set up two equations, 1 for the height in terms of the base and 1 for the area of a triangle. Then, substitute the formula for height into the second equation and solve.

     

    A=(1/2)bh

    (b/2)*sqrt(3)=h

     

    I think that might work.

  9. And Sayanora, what are you talking about?

     

    Shoud your mom be anywhere near the kitchen at about 8 pm tomorrow, Saya is in fact from the future. It is conclusive proof.

  10. If only I could find some of his stuff to look at. It is all too complicated for me to understand, it will take a while for school to kick in enough for me to be able to learn and no one knows enough to teach me right now. I've read a few books on the subject, and all the equations I have seen are pretty simple. Mabey I've only seen the easy ones though.

  11. all sorts of things. Typical energy is wasted as heat, because of air resistance and friction, sound basically. I'm not sure what does YT mean about magnetic bearings. I know about bearnigs, but magnetic ones :confused:?

     

    We are discussing a system of magnets in a vacuum so air resistance, friction and sound aren't problems.

     

     

    Magnetic bearings wouldn't change much even if you could work them into the design some how - the same problem of energy conservation would occur.

     

    Where would they lose energy?

     

     

    and no magnet is "Perfect" it will still have areas or greater of less flux density' date=' and so it too would have a drag effect, albeit tiny, but non the less present.

    any wobble caused by the road users above would be passed onto the housing and in turn to the flywheel. granted it`s a pretty good system, but it`s not Perfect and certainly a long way off from perpetual motion :)[/quote']

     

    I don't understand exactly what flux densities are and how they effect the perpetuality (yes, I made this word up) of the system.

  12. I recently read a book by Paul Davies called "About Time". Unfortunatly I had to return it and didn't get to reread it like I would of liked to. However, I was left with the impression that time, on a universal scale, is still relativly unkown. It talked about how what we see at any time is light from distant objects and the consequences of moving to different locations, like how doing so effected cause/effect relationships and how all events are happening at some point in the universe depending on where you are. Therefore it is difficult to establish a universal "now". It was a quite a good book.

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