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Let

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A soccer player, running at a speed of. 2.6 m/s, decides to accelerate. ... Compare the velocities of the two balls right before they hit the ground. ... – PowerPoint PPT presentation

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Title: Let


1
Lets practice using the kinematics equations
  • One more equation
  • vf2 vi2 2a?d

2
Kinematics Equations
  • vf v i a ?t
  • ?d 1/2 (vi vf) ?t
  • ?d vi ?t 1/2 a ?t2
  • vf2 vi2 2a?d

3
Problem
  • A soccer player, running at a speed of 2.6 m/s,
    decides to accelerate. For the next 18 m, he
    speeds up with an acceleration of 0.45 m/s/s.
    What is his speed at the end of the run?

4
Problem
  • The length of the barrel of a primitive blowgun
    is 1.6 m. Upon leaving the barrel, a dart has a
    speed of 24 m/s. Assuming the dart is uniformly
    accelerated, how long does it take for the dart
    to travel the length of the barrel?

5
Gravitational Acceleration
6
Which vector represents the skiers acceleration
at the instant shown?
A
B
C
D
7
Which vector represents the skiers acceleration
at the instant shown?
A
B
C
D
8
When do we use g?
  • When does something have an acceleration of 9.8
    m/s/s down?

9
When do we use g?
  • When does something have an acceleration of 9.8
    m/s/s down?
  • Always use the operational definition.

?v
a

?t
10
When do we use g?
  • When does something have an acceleration of 9.8
    m/s/s down?
  • Always use the operational definition.
  • Everything has an acceleration g

?v
a

?t
11
When do we use g?
  • When does something have an acceleration of 9.8
    m/s/s down?
  • Always use the operational definition.
  • Everything has an acceleration g IF it is
    falling off the physics building in a vacuum.

?v
a

?t
12
Which falls faster, a big rock or a small rock?
13
The ball and the feather
14
A short thought experiment
15
A short thought experiment
16
A short thought experiment
GLUE
17
Cliff Diving
18
Cliff Diving
19
Problem
  • You and a friend stand on the edge of a 40 m
    cliff. You throw a red ball straight up at 30
    m/s. At the same time, your friend throws a blue
    ball straight down at the same speed.
  • Compare the velocities of the two balls right
    before they hit the ground.
  • How much later does the red ball hit than the
    blue ball?

20
0 m/s
10 m/s
20 m/s
30 m/s
21
0 m/s
3 sec
22
0 m/s
3 sec
30 m/s
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