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A thin semi-circular pipe has been bent in the shape of a semicircle of radius R and is held fixed. A ideal spring is inserted inside the pipe as shown in figure. Two balls, each of mass m, are released two ends of the pipe and the system is allowed to settle in equilibrium (see second figure). equilibrium, compression in the spring is found to be x. Find force constant (k) of the spring. vertical down mg cos R mg (A) k =- cos (B) k= 2x 2R (C) k = mg (D) k=- mg cos cos 2x 2R 2R

A thin semi-circular pipe has been bent in the shape of a semicircle of radius R and is held fixed. A ideal spring is inserted inside the pipe as shown in figure. Two balls, each of mass m, are released two ends of the pipe and the system is allowed to settle in equilibrium (see second figure). equilibrium, compression in the spring is found to be x. Find force constant (k) of the spring. vertical down mg cos R mg (A) k =- cos (B) k= 2x 2R (C) k = mg (D) k=- mg cos cos 2x 2R 2R

Elements Of Electromagnetics
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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A thin semi-circular pipe has been bent in the shape of a semicircle of radius R and is held fixed. An ideal spring is inserted inside the pipe as shown in figure. Two balls, each of mass m, are released at two ends of the pipe and the system is allowed to settle in equilibrium (see second figure). In equilibrium, compression in the spring is found to be x. Find force constant (k) of the spring. vertical down (A) k=- mg (B) k =- mg cos cos 2.x 2R R (C) k = mg (D) k= mg cos cos 2x 2R 2R
Transcribed Image Text:A thin semi-circular pipe has been bent in the shape of a semicircle of radius R and is held fixed. An ideal spring is inserted inside the pipe as shown in figure. Two balls, each of mass m, are released at two ends of the pipe and the system is allowed to settle in equilibrium (see second figure). In equilibrium, compression in the spring is found to be x. Find force constant (k) of the spring. vertical down (A) k=- mg (B) k =- mg cos cos 2.x 2R R (C) k = mg (D) k= mg cos cos 2x 2R 2R
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