0. A mass of 0.42 kg, attached to a horizontal ideal spring of force constant 38 N/m, undergoes simple harmonic without friction at an amplitude of 5.3 cm. (a) What total distance does mass cover during a single oscillation? [ANS: 21.2 cm] (b) What is the maximum energy of the mass - spring system? [ANS: 0.053 J] ( c) Determine the maximum speed of the mass? [ANS: 0.50 m/s] (d) What is the speed of the mass when the displacement is 4.0 cm? [ANS: 0.33 m/s]
0. A mass of 0.42 kg, attached to a horizontal ideal spring of force constant 38 N/m, undergoes simple harmonic without friction at an amplitude of 5.3 cm. (a) What total distance does mass cover during a single oscillation? [ANS: 21.2 cm] (b) What is the maximum energy of the mass - spring system? [ANS: 0.053 J] ( c) Determine the maximum speed of the mass? [ANS: 0.50 m/s] (d) What is the speed of the mass when the displacement is 4.0 cm? [ANS: 0.33 m/s]
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![0. A mass of 0.42 kg, attached to a
horizontal ideal spring of force
constant 38 N/m, undergoes simple
harmonic without friction at an
amplitude of 5.3 cm. (a) What total
distance does mass cover during a
single oscillation? [ANS: 21.2 cm] (b)
What is the maximum energy of the
mass - spring system? [ANS: 0.053 J] (
c) Determine the maximum speed of
the mass? [ANS: 0.50 m/s] (d) What is
the speed of the mass when the
displacement is 4.0 cm? [ANS: 0.33
m/s]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb5d33a66-60ee-4686-a6d2-1033395257fe%2Fccf55364-c461-4b3c-a185-597914d1a4ed%2Fsu3morw_processed.jpeg&w=3840&q=75)
Transcribed Image Text:0. A mass of 0.42 kg, attached to a
horizontal ideal spring of force
constant 38 N/m, undergoes simple
harmonic without friction at an
amplitude of 5.3 cm. (a) What total
distance does mass cover during a
single oscillation? [ANS: 21.2 cm] (b)
What is the maximum energy of the
mass - spring system? [ANS: 0.053 J] (
c) Determine the maximum speed of
the mass? [ANS: 0.50 m/s] (d) What is
the speed of the mass when the
displacement is 4.0 cm? [ANS: 0.33
m/s]
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