A spherical ball contracts in volume by `0.02%` when subjected to a normal uniform pressure of 200 atmospheres. Then Bulk modulus (in `N//m^(2)`) of the material of the ball is (Atomospheric pressure `=10^(5)N//m^(2)`)A. `10^(9)`B. `10^(10)`C. `10^(11)`D. `10^(12)`

A spherical ball contracts in volume by `0.02%` when subjected to a no

1.	A spherical ball contracts in volume by `0.02%` when subjected to a normal uniform pressure of 200 atmospheres. Then Bulk modulus (in `N//m^(2)`) of the material of the ball is (Atomospheric pressure `=10^(5)N//m^(2)`)A. `10^(9)`B. `10^(10)`C. `10^(11)`D. `10^(12)`
Answer» Correct Answer - B `K=(dp)/((dv)/(v))=(200xx10^(5))/(2xx10^(-3))=100xx10^(8) =10^(10)`.

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A spherical ball contracts in volume by `0.02%` when subjected to a normal uniform pressure of 200 atmospheres. Then Bulk modulus (in `N//m^(2)`) of the material of the ball is (Atomospheric pressure `=10^(5)N//m^(2)`)A. `10^(9)`B. `10^(10)`C. `10^(11)`D. `10^(12)`

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