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g. Water is usually assumed to be incompressible. Determine the percentage volume change in 10 m³ of water at 15°C if it is subjected to a pressure of 12 MPa from atmospheric pressure. At 15 °C water bulk modulus of elasticity is 214x107 Pa. Final Answer: % change = -0.561% h. How long would it take a small wave to travel under 22°C water a distance of 800 m? At 22 °C water bulk modulus of elasticity is 220.6x107 Pa and density = 997.7 kg/m³. Final Answer: 0.539 s

g. Water is usually assumed to be incompressible. Determine the percentage volume change in 10 m³ of water at 15°C if it is subjected to a pressure of 12 MPa from atmospheric pressure. At 15 °C water bulk modulus of elasticity is 214x107 Pa. Final Answer: % change = -0.561% h. How long would it take a small wave to travel under 22°C water a distance of 800 m? At 22 °C water bulk modulus of elasticity is 220.6x107 Pa and density = 997.7 kg/m³. Final Answer: 0.539 s

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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g. Water is usually assumed to be incompressible. Determine the percentage volume change in 10 m³ of water at 15°C if it is subjected to a pressure of 12 MPa from atmospheric pressure. At 15 °C water bulk modulus of elasticity is 214x107 Pa. Final Answer: % change =-0.561% h. How long would it take a small wave to travel under 22°C water a distance of 800 m? At 22 °C water bulk modulus of elasticity is 220.6x10' Pa and density = 997.7 kg/m³. Final Answer: 0.539 s
Transcribed Image Text:g. Water is usually assumed to be incompressible. Determine the percentage volume change in 10 m³ of water at 15°C if it is subjected to a pressure of 12 MPa from atmospheric pressure. At 15 °C water bulk modulus of elasticity is 214x107 Pa. Final Answer: % change =-0.561% h. How long would it take a small wave to travel under 22°C water a distance of 800 m? At 22 °C water bulk modulus of elasticity is 220.6x10' Pa and density = 997.7 kg/m³. Final Answer: 0.539 s
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