What Have I Learned So Far? During volleyball practice, your teammate t spike. 1. Compare the relative directions of the ball's velocity and acceleration as it moves and as it moves down (free fall). up tosses the ball upward to prepare it for a 2. Describe how the ball's velocity will change when it is directed opposite from the direction of the acceleration. 3. How will the ball's velocity change when its direction is similar to that of the acceleration?

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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ition after 1.0 s. Can
le summarizes the
is noites)
he magnitude
nd Eq. 4 with
at you are
, because
e and in
becomes
What Have I Learned So Far?
During volleyball practice, your teammate tosses the ball upward to prepare it for a
spike.
1. Compare the relative directions of the ball's velocity and acceleration as it moves
and as it moves down (free fall).
up
2. Describe how the ball's velocity will change when it is directed opposite from the
direction of the acceleration.
3. How will the ball's velocity change when its direction is similar to that of the
acceleration?
ha
Take note that an object's
acceleration and velocity are not
always in the same direction as
discussed earlier. Second, at the
top of the ball's path, the velocity is
zero, but its acceleration is still the
constant g.
Example 3:
aer
dC vt
d
11
V = 0 m/s
Pg
[ vt
Pg tv
]d
1800 /v ]
Pg
Transcribed Image Text:ition after 1.0 s. Can le summarizes the is noites) he magnitude nd Eq. 4 with at you are , because e and in becomes What Have I Learned So Far? During volleyball practice, your teammate tosses the ball upward to prepare it for a spike. 1. Compare the relative directions of the ball's velocity and acceleration as it moves and as it moves down (free fall). up 2. Describe how the ball's velocity will change when it is directed opposite from the direction of the acceleration. 3. How will the ball's velocity change when its direction is similar to that of the acceleration? ha Take note that an object's acceleration and velocity are not always in the same direction as discussed earlier. Second, at the top of the ball's path, the velocity is zero, but its acceleration is still the constant g. Example 3: aer dC vt d 11 V = 0 m/s Pg [ vt Pg tv ]d 1800 /v ] Pg
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