Activity Detail

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At a Snail's Pace for the TI-73 Explorer™
 


Activity Overview

It is hard to imagine a way to mathematically describe a spiral. Spirals are commonly seen in nature. There are a number of different types of spirals. Some interesting examples include the spiral arrangements of scales in pine cones, seeds in a sunflower, or the calcified layers of a snail's shell. One way of constructing a spiral is to use the Fibonacci sequence.

Before the Activity

  • Review the attached PDF
  • Print the attached PDF file for your class


  • During the Activity

    Students will:
  • Plot a mathematical relationship that defines a spiral
  • Use technology to create a spiral similar to that found in a snail
  • Use technology to plot a set of ordered pairs


    After the Activity

    Review student results:
  • As a class, discuss questions that appeared to be more challenging
  • Re-teach concepts as necessary


    Other Downloads




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    Subject Area:
    Math : PreAlgebra : Geometry

    Author:
    Texas Instruments

    Level:
    5-8

    Activity Time:
    60 Minutes

    Device:
    TI-73 Explorer™

    Apps:
     

    Software:
     

    Accessories:
     

    Other:

  • Lead pencil
  • Colored pencils - red and green
  • Metric ruler
  • Compass
  • Tracing paper and graph paper

  • This is activity 8 from the EXPLORATIONS Book:Activities for Algebra I with the TI-73.

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