A mass m = 5 kg, suspended on a spring of stiffness k, is displacedfrom the equilibrium position and released. The resulting vibrationof the mass was observed to follow the equation x = 0.15 cos(20t),where x is the distance from the equilibrium position. From thisequation, the stiffness of the spring k is found to be:O a. 4000 N/mO b. 2000 N/mO c. 5000 N/mO d. 1000 N/maylorO e. 3000 N/mTeam

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A mass m = 5 kg, suspended on a spring of stiffness k, is displaced from the equilibrium position and released. The resulting vibration of the mass was observed to follow the equation x = 0.15 cos(20t), %3D where x is the distance from the equilibrium position. From this equation, the stiffness of the spring k is found to be: a. 4000 N/m O, b. 2000 N/m c. 5000 N/m d. 1000 N/m Nimayior e. 3000 N/m Team

A mass m = 5 kg, suspended on a spring of stiffness k, is displaced from the equilibrium position and released. The resulting vibration of the mass was observed to follow the equation x = 0.15 cos(20t), %3D where x is the distance from the equilibrium position. From this equation, the stiffness of the spring k is found to be: a. 4000 N/m O, b. 2000 N/m c. 5000 N/m d. 1000 N/m Nimayior e. 3000 N/m Team

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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