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One end of a light spring, of force constant k = 150N m, is attached to the bottom of a tank filled with water. The other end of the spring was attached to a block of wood. The block-spring system is completely submerged in water and is at static equilibrium with the spring vertical, as shown. If the mass of the block is 2.0 kg and its density is 650 kg m³, calculate (a) the extension of the spring (b) the energy stored in the spring-

One end of a light spring, of force constant k = 150N m, is attached to the bottom of a tank filled with water. The other end of the spring was attached to a block of wood. The block-spring system is completely submerged in water and is at static equilibrium with the spring vertical, as shown. If the mass of the block is 2.0 kg and its density is 650 kg m³, calculate (a) the extension of the spring (b) the energy stored in the spring-

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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Full solution pls (Ans: 0.070m, 0.37J)
One end of a light spring, of force constant k = 150 N m²', is attached to the bottom of a tank filled with water. The other end of the spring was attached to a block of wood. The block-spring system is completely submerged in water and is at static equilibrium with the spring vertical, as shown. If the mass of the block is 2.0 kg and its density is 650 kg m³, calculate - block - spring (a) the extension of the spring (b) the energy stored in the spring. [density of water = 1000 kg m³]
Transcribed Image Text:One end of a light spring, of force constant k = 150 N m²', is attached to the bottom of a tank filled with water. The other end of the spring was attached to a block of wood. The block-spring system is completely submerged in water and is at static equilibrium with the spring vertical, as shown. If the mass of the block is 2.0 kg and its density is 650 kg m³, calculate - block - spring (a) the extension of the spring (b) the energy stored in the spring. [density of water = 1000 kg m³]
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