- #1
XxphysicsxX
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Problem:
A 78.5kg man is about tocompletea bungee jump. If the bungee cord has a spring constant of 150 N/m, determine the period of oscillation that we will experience.
m= 78.5 Kg
k= 150 N/m
T=?
Relevant equations:
T= 2(pi)√(m/k)
The attempt at a solution
T= 2(pi)√(78.5kg/150 N/m)
I get, T=4.54s
.......................
2nd Problem:
A 5.00 kg mass oscillates on a spring with a frequency of 0.667 Hz. Calculate the spring constant.
m= 5.00 Kg
f= 0.667 Hz
k= ?
Relevant equations:
T= 2(pi)√(m/k)
T=(1/f)
The attempt at a solution
T= (1/0.667Hz)
T= 1.499s
T= 2(pi)√(m/k)
I rearange and get:
k=87.84 N/m
If anyone can confirm or let me know if I did something wrong it would be great!
Thanks in advance!
A 78.5kg man is about tocompletea bungee jump. If the bungee cord has a spring constant of 150 N/m, determine the period of oscillation that we will experience.
m= 78.5 Kg
k= 150 N/m
T=?
Relevant equations:
T= 2(pi)√(m/k)
The attempt at a solution
T= 2(pi)√(78.5kg/150 N/m)
I get, T=4.54s
.......................
2nd Problem:
A 5.00 kg mass oscillates on a spring with a frequency of 0.667 Hz. Calculate the spring constant.
m= 5.00 Kg
f= 0.667 Hz
k= ?
Relevant equations:
T= 2(pi)√(m/k)
T=(1/f)
The attempt at a solution
T= (1/0.667Hz)
T= 1.499s
T= 2(pi)√(m/k)
I rearange and get:
k=87.84 N/m
If anyone can confirm or let me know if I did something wrong it would be great!
Thanks in advance!