Asked by storm
A spring with a spring constant of 1.50 102 N/m is attached to a 1.2 kg mass and then set in motion.
(a) What is the period of the mass-spring system?
s
(b) What is the frequency of the vibration?
Hz
(a) What is the period of the mass-spring system?
s
(b) What is the frequency of the vibration?
Hz
Answers
Answered by
Anonymous
look at the units:
spring constant= N/m=(kg*m/s)/m = kg/s
to get seconds (period): I want s in the numerator. kg / (kg/s) = s
to get frequency (s^-1): I want s in the denominator: 1/period
spring constant= N/m=(kg*m/s)/m = kg/s
to get seconds (period): I want s in the numerator. kg / (kg/s) = s
to get frequency (s^-1): I want s in the denominator: 1/period
Answered by
Anonymous
opps!
spring constant= N/m=(kg*m/s^2)/m = kg/s^2
econds (period): I want s in the numerator. kg / (kg/s) = s^2 (square root it?)
spring constant= N/m=(kg*m/s^2)/m = kg/s^2
econds (period): I want s in the numerator. kg / (kg/s) = s^2 (square root it?)
Answered by
Anonymous
period = T = 2Pi √(m/k)
I looked it up. my derivation with units was correct except for the fact that it's multiplied by 2 pi
I looked it up. my derivation with units was correct except for the fact that it's multiplied by 2 pi
Answered by
BROWN
A SPRING MAKES 6O REVOLUTIONS IN 15 SECOND,FIND THE PERIOD AND THE FREQUENCY OF THE VIBRATION,
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