A block having a mass of 0.80 kg is given an initial velocity v=1.2m/s to the right and collides with a spring whose mass is negligible and whose force constant k= 50N/m. x = 0 WWWWE= (A) Assuming the surface to be frictionless, cal the max compression of the spring after the collision. AK + AU = 0

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Chapter1: Units, Trigonometry. And Vectors
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how do you get rid of the v^2 to just v?

A block having a mass of 0.80 kg is
given an initial velocity va=1.2m/s to
the right and collides with a spring
whose mass is negligible and whose
x = 0
E = m
force constant k= 50N/m.
(A) Assuming the surface to be
frictionless, cal the max compression
of the spring after the collision.
E = mg+ kx
AK + AU = 0
1
1
(0 –
|
VO = 0
E =
max -0) = 0
'max
EXmax
0.80 kg
(1.2 m/s) = 0.15 m
50 N/m
VO = -VA
Tmax
%3D
WWWWME==m
Transcribed Image Text:A block having a mass of 0.80 kg is given an initial velocity va=1.2m/s to the right and collides with a spring whose mass is negligible and whose x = 0 E = m force constant k= 50N/m. (A) Assuming the surface to be frictionless, cal the max compression of the spring after the collision. E = mg+ kx AK + AU = 0 1 1 (0 – | VO = 0 E = max -0) = 0 'max EXmax 0.80 kg (1.2 m/s) = 0.15 m 50 N/m VO = -VA Tmax %3D WWWWME==m
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