a block of mass (m=lkg) is attached with a light sprig vertically leading to stretch the sprig by an amount (D, =4 cm) over its unstretched length. If the block is furthermore pulled downward a distance (D; =6cm) from the equilibrium position and released at time t = 0, calculate the velocity, acceleration, potential energy, kinetic energy and total energy at: (a) The upper point (b) The equilibrium point (c) The displacement x (t)- D. /6

Classical Dynamics of Particles and Systems
5th Edition
ISBN:9780534408961
Author:Stephen T. Thornton, Jerry B. Marion
Publisher:Stephen T. Thornton, Jerry B. Marion
Chapter3: Oscillations
Section: Chapter Questions
Problem 3.9P: A particle of mass m is at rest at the end of a spring (force constant = k) hanging from a fixed...
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block of mass (m=1kg) is atiached with a light sprig verically leading to stretch the sprig by an amount (D, =4 em) over its unstretched Tength. IF the block is furhermore pulled downward a distance (D; =6em) from the equilibrium position and relessed at time calculte the veloity, acceleration, potenial energy, kinetic energy and total enes (@ The upper point (6) The equilibrium point (©) The displacement x (+) - D /6
a block of mass (m=1kg) is attached with a light sprig vertically leading to stretch the sprig by
an amount (D, =4 cm) over its unstretched length. If the block is furthermore pulled
downward a distance (D; =6cm) from the equilibrium position and released at time t = 0,
calculate the velocity, acceleration, potential energy, kinetic energy and total energy at:
(a) The upper point
(b) The equilibrium point
(c) The displacement x (1) - D. /6
Transcribed Image Text:a block of mass (m=1kg) is attached with a light sprig vertically leading to stretch the sprig by an amount (D, =4 cm) over its unstretched length. If the block is furthermore pulled downward a distance (D; =6cm) from the equilibrium position and released at time t = 0, calculate the velocity, acceleration, potential energy, kinetic energy and total energy at: (a) The upper point (b) The equilibrium point (c) The displacement x (1) - D. /6
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