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Dual nature of matter
if 2e is the kinetic ener...
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If 2E is the kinetic energy of a moving particle of mass \(m\), then the wavelength of the de Broglie wave associated with it is
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Always express momentum in terms of kinetic energy: \(p = \sqrt{2mK}\) before substituting into \(\lambda = h/p\).
KEAM - 2025
KEAM
Updated On:
Apr 24, 2026
\(\frac{h}{2mE}\)
\(\frac{h}{mE}\)
\(\frac{h}{2\sqrt{mE}}\)
\(\frac{h}{\sqrt{2mE}}\)
\(\frac{h}{4\sqrt{mE}}\)
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The Correct Option is
C
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