PHY131H1S - Class 7 - PowerPoint PPT Presentation

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PHY131H1S - Class 7

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A short time later, ... Class 7 PowerPoint Presentation Relative Motion PowerPoint Presentation PowerPoint ... Projectile Motion Example Before Class 8 on ... – PowerPoint PPT presentation

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Title: PHY131H1S - Class 7


1
PHY131H1S - Class 7
  • Today
  • Review for tomorrows test
  • In tba, 600 730pm
  • On Chapters 1-3, Error Analysis Mini-Document,
    and Sections 4.1 through 4.4.
  • Bring a calculator and one 8.5x11 aid sheet
    which you prepare, double-sided

2
  • You drop a glass barometer from the top of
    McLennan Physical Labs. A short time later,
    before the barometer hits the ground, you drop a
    bottle of scotch. As they fall, the distance
    between the barometer and bottle
  • decreases
  • increases
  • stays the same.

Niels Bohr
3
Relative Motion
  • Example 1 A passenger walks toward the front of
    the train at 5 m/s. The train is moving at 36
    m/s. What is the speed of the passenger relative
    to the ground?
  • Example 2 Car A is traveling at 25.0 m/s E
    toward Bloor and Keele. Car B is traveling at
    15.8 m/s N toward Bloor and Keele. Just before
    they collide, what is the velocity of car A
    relative to car B?

4
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5
A particle moves from position 1 to position 2
during the interval ?t. Which vector shows the
particles average velocity?
6
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7
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8
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9
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10
During which time interval is the particle
described by these position graphs at rest?
  1. 01 s
  2. 12 s
  3. 23 s
  4. 34 s

11
A 50 g ball rolls off a table and lands 2 m from
the base of the table. A 100 g ball rolls off the
same table with the same speed. It lands at a
distance
  1. less than 2 m from the base.
  2. 2 m from the base.
  3. greater than 2 m from the base.

12
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13
The Gaussian
68 of data between the dotted lines on the graph.
14
Mean and Standard Deviation of a set of numbers
  • Repeat the same measurement N times. You measure
    the values x1, x2, x3, , xN. In other words,
    you measure xi, where i is an index which ranges
    from 1 up to N.
  • The estimated mean is
  • The estimated standard deviation is
  • You can estimate that s is the error in any
    individual measurement xi ?xi s.

15
Propagation of Errors
z A x
?z A ?x
16
Repeated Measurements
  • Repeated n times
  • Each individual measurement has an error of
    precision Dx

17
Motion with Constant Accelerationanother useful
equation!
Does not contain si or sf !
Does not contain vfs !
Does not contain Dt !
Does not contain as! (..but it does require that
as is a constant.)
18
Projectile Motion Example
  • A car drives off a cliff of height d with speed
    v0.
  • The ground is horizontal both at the top and
    bottom of the cliff.
  • How far from the base of the cliff does the car
    land?

19
Before Class 8 on Wednesday
  • Test is tomorrow! tba, 600pm.
  • On Chs. 1-3, Error Analysis, and Sections 4.1
    through 4.4.
  • Bring a calculator and one 8.5x11 aid sheet
    which you prepare, double-sided
  • By Wednesday, please finish reading Chapter 4
  • Something to think about You are driving North
    Highway 427, on the smoothly curving part that
    will join to the Westbound 401. Your speedometer
    is constant at 115 km/hr. Your steering wheel is
    not rotating, but it is turned to the left to
    follow the curve of the highway. Are you
    accelerating? If so, in what direction?
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