Question:medium
The minimum values of uncertainties involved in the determination of both the position and velocity of a particle are respectively \(1\times10^{-10}\,m\) and \(1\times10^{-10}\,ms^{-1}\). Then, the mass (in kg) of the particle is
The minimum values of uncertainties involved in the determination of both the position and velocity of a particle are respectively \(1\times10^{-10}\,m\) and \(1\times10^{-10}\,ms^{-1}\). Then, the mass (in kg) of the particle is
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Minimum uncertainty uses equality in Heisenberg relation.
Updated On: May 8, 2026
- \(5.270\times10^{-15}\)
- \(5.270\times10^{-20}\)
- \(5.270\times10^{-16}\)
- \(5.270\times10^{-10}\)
- \(5.270\times10^{-14}\)
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The Correct Option is C
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