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<?xml version="1.0"?>
    <allpages gapcontinue="Reading_Assignment_for_Similarity_Transformations" />
      <page pageid="3813" ns="0" title="Reading Assignment Introduction to Non-Euclidean Geometry">
          <rev contentformat="text/x-wiki" contentmodel="wikitext" xml:space="preserve">Write short answers to these questions:

* Q1. What are axioms (also called postulates) and how many are there?
* Q2. What is non-Euclidean geometry? What example is used to illustrate this concept?
* Q3. What is a geodesic?
* Q4. What are questions you have after reading this section?
* Q5/Research. Google “axioms of geometry”. What are the axioms? Write them down on a separate sheet of paper.</rev>
      <page pageid="3821" ns="0" title="Reading Assignment for Fractals">
          <rev contentformat="text/x-wiki" contentmodel="wikitext" xml:space="preserve">
# Explain what it means for a figure to be self similar.
# What is a fractal? 
# Are all fractals self-similar?
# Are all self similar objects fractals?
# We will discuss fractal dimension in more detail. What is your first impression of what a fractal dimension is?
# Which example on this page did you find most interesting? Why?</rev>