A 16 kg object is attached to the bottom of a spring with a spring constant of 2700 N/m. The other end of the spring is attached to the ceiling. a. Determine how far the spring is compressed or stretched by the weight of the mass. b. Determine how much more the spring is stretched or compressed when an additional 2000 N of force is applied downward on the mass?

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Chapter1: Units, Trigonometry. And Vectors
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6. A 16 kg object is attached to the bottom of a spring with a spring constant of 2700 N/m. The other end of the spring is attached to the ceiling.

a. Determine how far the spring is compressed or stretched by the weight of the mass.

b. Determine how much more the spring is stretched or compressed when an additional 2000 N of force is applied downward on the mass?

Formulas:
Fc = mg
v, = v, + at
Xy = x; + v,t + at?
F = ma
%3D
2
W = Fd
PE. = mgh
KE = -mv²
2
%3D
small force x BIG DISTANCE = BIG FORCE x small distance
Fs = -kx
P = =
m
p = ="
FB = PrtuidVg
A
kg
= 1000
m3
m
g = 9.8
P(water)
Patm = 101 kPa
Constants:
s2
Transcribed Image Text:Formulas: Fc = mg v, = v, + at Xy = x; + v,t + at? F = ma %3D 2 W = Fd PE. = mgh KE = -mv² 2 %3D small force x BIG DISTANCE = BIG FORCE x small distance Fs = -kx P = = m p = =" FB = PrtuidVg A kg = 1000 m3 m g = 9.8 P(water) Patm = 101 kPa Constants: s2
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