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 Explore the motion
of a ball hanging
from a slinky.
 Collect
experimental data
both by hand and
by motion detectors
 Discover and
analyze application
of the sine function.
 Recognize, understand
and describe the motion
of a sine function
application.
 Apply understanding of
sine function
transformations
 Developing the equation
of a transformation of the
sine function
 Understand experimental
discrepancies
Need
Connect Slinky
and Ball
•Attach stress ball to slinky:
•If your stress ball does not fit nicely into the bottom of the slinky, use tape and/or string
to attach the stress ball to the end of the slinky. If string and tape are needed, be sure
to evenly distribute the ball around the circumference of the slinky to minimize side-
ways motion
Connect Slinky
and Wall
• Use painters tape to hang the slinky from the ceiling
• Make sure the entire end of the slinky is flush to the surface of the ceiling
Position
Measuring tools
• Place the motion detector directly under the slinky-ball system
• Using painters tape, hang measuring tape from the ceiling close enough to
the system so that you can accurately read measures for the slinky but yet
the motion detector can’t pick up the measuring tape.
Test System
• Practice stretching the slinky down so that the system oscillates with minimal
sideways motion
• Test motion detector to make sure the ball is being read and not the tape
measure
Measure!
…by hand.
Ball to Motion
Detector
Stretched
distance
Peak of
Oscillation
Ceiling
to ball
Time of 5
oscillations
Calculate!
Range?
Amplitude?
Period?
Analyze!
Describe the objects
motion in time?
Representable
Function?
Fit to an equation?
• Turn on Motion
Detector
• Use program “Easy
Data” on the
graphing
calculator
• Trial run oscillation
detection if
needed
• Measure system
using as close to
the same stretched
distance as
possible
• Start detector and
release the ball as
close to the same
time as possible.
• After gather six or
seven oscillations
of data before
stopping motion
detector.
Determine!
…from motion detector data.
Furthest point from
motion detector?
Centered
value? Range?
Closest point to
motion detector?
Slowest
motion?
Fastest
motion?
Period?
CBR Data
to…
graph to…
sine
equation
A B
C D
Compare
and Explain
Values!
Self
Learning
Student
Learning

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MTH exprmnt

  • 1.
  • 2.  Explore the motion of a ball hanging from a slinky.  Collect experimental data both by hand and by motion detectors  Discover and analyze application of the sine function.
  • 3.  Recognize, understand and describe the motion of a sine function application.  Apply understanding of sine function transformations  Developing the equation of a transformation of the sine function  Understand experimental discrepancies
  • 5. Connect Slinky and Ball •Attach stress ball to slinky: •If your stress ball does not fit nicely into the bottom of the slinky, use tape and/or string to attach the stress ball to the end of the slinky. If string and tape are needed, be sure to evenly distribute the ball around the circumference of the slinky to minimize side- ways motion Connect Slinky and Wall • Use painters tape to hang the slinky from the ceiling • Make sure the entire end of the slinky is flush to the surface of the ceiling Position Measuring tools • Place the motion detector directly under the slinky-ball system • Using painters tape, hang measuring tape from the ceiling close enough to the system so that you can accurately read measures for the slinky but yet the motion detector can’t pick up the measuring tape. Test System • Practice stretching the slinky down so that the system oscillates with minimal sideways motion • Test motion detector to make sure the ball is being read and not the tape measure
  • 6. Measure! …by hand. Ball to Motion Detector Stretched distance Peak of Oscillation Ceiling to ball Time of 5 oscillations
  • 7. Calculate! Range? Amplitude? Period? Analyze! Describe the objects motion in time? Representable Function? Fit to an equation?
  • 8. • Turn on Motion Detector • Use program “Easy Data” on the graphing calculator • Trial run oscillation detection if needed • Measure system using as close to the same stretched distance as possible • Start detector and release the ball as close to the same time as possible. • After gather six or seven oscillations of data before stopping motion detector. Determine! …from motion detector data. Furthest point from motion detector? Centered value? Range? Closest point to motion detector? Slowest motion? Fastest motion? Period?
  • 10. A B C D Compare and Explain Values!
  • 11.