An object of mass m = 1 kg attached to a %3D spring with force constantk = 100 N/m is %3D released from rest at x = 0.08 m. The maximum velocity attained by the object and its position of occurrence are respectively: 0.08 m/s; occurring at the equilibrium position O 0.8 m/s; occurring at x = ±A 0.08 m/s; occurring at x = ±A 0.8 m/s; occurring at the equilibrium position

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11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
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An object of mass m = 1 kg attached to a
spring with force constant k = 100 N/m is
released from rest at x = 0.08 m. The
maximum velocity attained by the object
and its position of occurrence are
respectively:
0.08 m/s; occurring at the equilibrium
position
0.8 m/s; occurring at x = ±A
%3D
0.08 m/s; occurring at x = ±A
0.8 m/s; occurring at the equilibrium
position
Transcribed Image Text:An object of mass m = 1 kg attached to a spring with force constant k = 100 N/m is released from rest at x = 0.08 m. The maximum velocity attained by the object and its position of occurrence are respectively: 0.08 m/s; occurring at the equilibrium position 0.8 m/s; occurring at x = ±A %3D 0.08 m/s; occurring at x = ±A 0.8 m/s; occurring at the equilibrium position
A simple pendulum is made of a string of
length L and a particle like bob of mass m.
The pendulum is displaced an angle e = -9°
and released from rest at t = 0. If the
angular position is given as a cosine
function, e(t) = Omax cos(wt+p), then the
phase constant p is:
O rad
+n rad
+Tt/2 rad
-T/2 rad
Transcribed Image Text:A simple pendulum is made of a string of length L and a particle like bob of mass m. The pendulum is displaced an angle e = -9° and released from rest at t = 0. If the angular position is given as a cosine function, e(t) = Omax cos(wt+p), then the phase constant p is: O rad +n rad +Tt/2 rad -T/2 rad
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