A proton, a dentron, an electron and α-particle have same energy. Their deBroglie wavelengths are $λ_p,λ_d,λ_e$ and $λ_α$ respectively. |
$λ_α<λ_d<λ_p=λ_e$ $λ_α<λ_d<λ_p<λ_e$ $λ_e<λ_p=λ_d<λ_α$ $λ_e=λ_p=λ_d<λ_α$ |
$λ_α<λ_d<λ_p<λ_e$ |
The correct answer is Option (2) → $λ_α<λ_d<λ_p<λ_e$ The De-grogliec wavelength of each particle, $λ=\frac{h}{\sqrt{2mE}}$ $⇒λ∝\frac{1}{Mass(m)}$ and, $m_α<m_d<m_p<m_e$ $⇒λ_α<λ_d<λ_p<λ_e$ |