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Two Compressible Solids Are Formed into Spheres of the Same

Question 39

Multiple Choice

Two compressible solids are formed into spheres of the same size. The bulk modulus of sphere two is twice as large as the bulk modulus of sphere one. You now increase the pressure on both spheres by the same amount. As a result of the increased pressure, how is the change in volume of sphere two Two compressible solids are formed into spheres of the same size. The bulk modulus of sphere two is twice as large as the bulk modulus of sphere one. You now increase the pressure on both spheres by the same amount. As a result of the increased pressure, how is the change in volume of sphere two related to the change in volume of sphere one ? A) ΔV<sub>2 </sub>=<sub> </sub>2ΔV<sub>1</sub> B) ΔV<sub>2 </sub>= 4ΔV<sub>1</sub> C) ΔV<sub>2 </sub>=<sub> </sub>ΔV<sub>1</sub> D) ΔV<sub>2 </sub>= 1/2ΔV<sub>1</sub> E) ΔV<sub>2 </sub>= 1/4ΔV<sub>1</sub> related to the change in volume of sphere one Two compressible solids are formed into spheres of the same size. The bulk modulus of sphere two is twice as large as the bulk modulus of sphere one. You now increase the pressure on both spheres by the same amount. As a result of the increased pressure, how is the change in volume of sphere two related to the change in volume of sphere one ? A) ΔV<sub>2 </sub>=<sub> </sub>2ΔV<sub>1</sub> B) ΔV<sub>2 </sub>= 4ΔV<sub>1</sub> C) ΔV<sub>2 </sub>=<sub> </sub>ΔV<sub>1</sub> D) ΔV<sub>2 </sub>= 1/2ΔV<sub>1</sub> E) ΔV<sub>2 </sub>= 1/4ΔV<sub>1</sub> ?


A) ΔV2 = 2ΔV1
B) ΔV2 = 4ΔV1
C) ΔV2 = ΔV1
D) ΔV2 = 1/2ΔV1
E) ΔV2 = 1/4ΔV1

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