only J, K, and L 2015E 104time ($)tim: (5)G. Two objects appear at the same place (15 cm) at 1 second, one disappears at 20 cm at 2 seconds whileanother appears at x = 0, both disappear at same location at 3 seconds. (Cannot reproduce withmotion sensor. Not a function.)H. Constant velocity of +2 cm/s, acceleration = zero, change in position = 10 cm.I.Constant acceleration+0.8 cm/s, initial velocity = 0 cm/s.3tine (5)time (s)tine (5)25.tina (s)Constant acceleration = -1 cm/s, initial velocity = +3 cm/s.tiae (5)J.K. Initial velocity = zero, acceleration is positive and increasing to about +1 cm/s/s.L. Initial velocity = zero. For first 2 seconds, acceleration =-2 cm/s, from 2-3 seconds, acceleration = +4cm/s; after t = 3 seconds, both velocity and acceleration are zero.%3DM. Acceleration is initially negative, changes to zero. Initial velocity = 4 cm/s, decreases to about -1.5cm/s.N. Initial velocity = 4 cm/s. Acceleration is initially negative, changes to zero by 3 seconds and remainszero. Final constant velocity = +1.5 cm/s.0. Initial velocity = -2 cm/s, is constant for first 2 seconds. Then there is a constant acceleration of+1.33 cm/s as velocity increases to 2 cm/s.() A3. 1.For each of the following graphs, discuss with your team and think of a motion that would create the graph.Be sure that you can accurately describe the velocity and acceleration for each motion.2.Your team will be assigned two motions. Write a detailed description of the motions, with enough detail sothat someone can follow your instructions and recreate the graph.2020201515151010100.0.23.5.1time (s)time (s)A. Constant position = 5 cm from origin. Velocity = 0, acceleration = 0.%3DB. Constant velocity = +2 cm/s, acceleration = 0, initial position = 5 cm.C. Constant velocity = -3 cm/s, acceleration = 0, initial position = 20 cm.D2020151515E 1010101.time (s)0.time (s)time (s)D. Velocity changes from 0 to +5 cm/s. Acceleration is positive, and constant (if the position vs. time curveis parabolic.) Initial position = 3 cm.E. Velocity and acceleration are both changing and alternating from positive to negative, initial position =10 cm, alternates from 15 cm to 5 cm.F. Starting from origin, nearly constant velocity of about +17 cm/s for the first second, then changes tonegative velocity. Acceleration changes from zero (first second), to negative, to positive (at about 2seconds). Object "disappears" or data is lost from 3 - 4 seconds.(D)* [em)(wa) x(mo) x

In graph J, object starts with initial velocity 3cm/s and then velocity is continuously decreasing.…

0. 15 14 time (3) tine (s) time (5) 3 1 3 time (s) 15 time (s) time (s) J. Constant acceleration = -1 cm/s, initial velocity +3 cm/s. K. Initial velocity = zero, acceleration is positive and increasing to about +1 cm/s/s. L. Initial velocity = zero. For first 2 seconds, acceleration = -2 cm/s, from 2-3 seconds, acceleration = +4 cm/s?; after t = 3 seconds, both velocity and acceleration are zero. M. Acceleration is initially negative, changes to zero. Initial velocity = 4 cm/s, decreases to about -1.5 cm/s. N. Initial velocity 4 cm/s. Acceleration is initially negative, changes to zero by 3 seconds and remains zero. Final constant velocity = +1.5 cm/s. O. Initial velocity = -2 cm/s, is constant for first 2 seconds. Then there is a constant acceleration of (om/s) (cmis) (syma) a v (om/s) ¥ (cm/s)

0. 15 14 time (3) tine (s) time (5) 3 1 3 time (s) 15 time (s) time (s) J. Constant acceleration = -1 cm/s, initial velocity +3 cm/s. K. Initial velocity = zero, acceleration is positive and increasing to about +1 cm/s/s. L. Initial velocity = zero. For first 2 seconds, acceleration = -2 cm/s, from 2-3 seconds, acceleration = +4 cm/s?; after t = 3 seconds, both velocity and acceleration are zero. M. Acceleration is initially negative, changes to zero. Initial velocity = 4 cm/s, decreases to about -1.5 cm/s. N. Initial velocity 4 cm/s. Acceleration is initially negative, changes to zero by 3 seconds and remains zero. Final constant velocity = +1.5 cm/s. O. Initial velocity = -2 cm/s, is constant for first 2 seconds. Then there is a constant acceleration of (om/s) (cmis) (syma) a v (om/s) ¥ (cm/s)

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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Special Relativity

The theory of special relativity discusses how space and time are related to objects traveling along a straight line at a constant speed. Simply stated, as an object reaches the speed of light, its mass becomes infinite and it is unable to move faster than light. This interstellar speed limit has been the topic of much debate in astronomy, and also in science fiction when people consider how to fly over large distances.

Question

only J, K, and L

20
15
E 10
4
time ($)
tim: (5)
G. Two objects appear at the same place (15 cm) at 1 second, one disappears at 20 cm at 2 seconds while
another appears at x = 0, both disappear at same location at 3 seconds. (Cannot reproduce with
motion sensor. Not a function.)
H. Constant velocity of +2 cm/s, acceleration = zero, change in position = 10 cm.
I.
Constant acceleration
+0.8 cm/s, initial velocity = 0 cm/s.
3
tine (5)
time (s)
tine (5)
2
5.
tina (s)
Constant acceleration = -1 cm/s, initial velocity = +3 cm/s.
tiae (5)
J.
K. Initial velocity = zero, acceleration is positive and increasing to about +1 cm/s/s.
L. Initial velocity = zero. For first 2 seconds, acceleration =-2 cm/s, from 2-3 seconds, acceleration = +4
cm/s; after t = 3 seconds, both velocity and acceleration are zero.
%3D
M. Acceleration is initially negative, changes to zero. Initial velocity = 4 cm/s, decreases to about -1.5
cm/s.
N. Initial velocity = 4 cm/s. Acceleration is initially negative, changes to zero by 3 seconds and remains
zero. Final constant velocity = +1.5 cm/s.
0. Initial velocity = -2 cm/s, is constant for first 2 seconds. Then there is a constant acceleration of
+1.33 cm/s as velocity increases to 2 cm/s.
() A
3.

1.
For each of the following graphs, discuss with your team and think of a motion that would create the graph.
Be sure that you can accurately describe the velocity and acceleration for each motion.
2.
Your team will be assigned two motions. Write a detailed description of the motions, with enough detail so
that someone can follow your instructions and recreate the graph.
20
20
20
15
15
15
10
10
10
0.
0.
2
3.
5.
1
time (s)
time (s)
A. Constant position = 5 cm from origin. Velocity = 0, acceleration = 0.
%3D
B. Constant velocity = +2 cm/s, acceleration = 0, initial position = 5 cm.
C. Constant velocity = -3 cm/s, acceleration = 0, initial position = 20 cm.
D
20
20
15
15
15
E 10
10
10
1.
time (s)
0.
time (s)
time (s)
D. Velocity changes from 0 to +5 cm/s. Acceleration is positive, and constant (if the position vs. time curve
is parabolic.) Initial position = 3 cm.
E. Velocity and acceleration are both changing and alternating from positive to negative, initial position =
10 cm, alternates from 15 cm to 5 cm.
F. Starting from origin, nearly constant velocity of about +17 cm/s for the first second, then changes to
negative velocity. Acceleration changes from zero (first second), to negative, to positive (at about 2
seconds). Object "disappears" or data is lost from 3 - 4 seconds.
(D)
* [em)
(wa) x
(mo) x

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