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What's a good book on intro analynical geometry?

  1. Oct 20, 2006 #1
    Hi, I am doing the Discrete math course in high school and we are doing some analynical math concepts like
    vectors,
    cross product,
    dot product,
    line equation in the form of r = a + tm,
    plane equations in the form of r = a +tu +sv,
    intersection of lines
    and planes and planes and planes etc..

    I don't really know which branch of mathematics they belong to and after reading about 3 pages of book recommendations I couldn't find anything on them. Seems of to full of calculus for the most part. Can anyone suggest some good textbooks for a beginner? My school's textbook is quite boring and horrible since it tells you how but not why. This is really hard when application questions come up on a test. You can memorize all the concepts you want but you can't solve it unless you know what it is about. This thinking "outside the box" is driving me crazy and I think I need to understand the math concepts before doing anymore homework.

    My math background isn't exactly great since I focused on memorization during my early years. Thus, I forget most of the Grade 11 mathematics I learned before other than the stuff I need for my current math course. Bummer. Thanks for any recommendations.
     
  2. jcsd
  3. Oct 20, 2006 #2
    Maybe About Vectors by Banesh Hoffman. Here's the table of contents. Or maybe this book, which has more on lines and planes. At a more advanced level, there's A Vector Space Approach to Geometry by Melvin Hausner. He does use a little calculus here and there, but you could probably just ignore it. (No, I don't have stock in Dover, :rolleyes: I just like their selection of books).
     
    Last edited: Oct 20, 2006
  4. Oct 21, 2006 #3
    Some great books there. Thanks alot. :smile:
     
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