The de Broglie wavelength of a neutron is 144 pm. What is its velocity ? Chemistry Quantum Mechanical Model of the Atom DeBroglie: Wave Characteristics of Matter 1 Answer Michael Nov 9, 2016 #sf(v=2.77xx10^(3)color(white)(x)"m/s")# Explanation: #sf(lambda=h/(mv))# h is the Planck constant = #sf(6.63xx10^(-34)color(white)(x)Js)# #sf(lambda)# is the wavelength = 144 pm = #sf(1.44xx10^(-10)color(white)(x)m)# #sf(m=1.67xx10^(-27)color(white)(x)kg)# #:.##sf(v=h/(mlambda)# #sf(v=(6.63xx10^(-34))/(1.67xx10^(-27)xx1.44xx10^(-10))color(white)(x)"m/s")# #sf(v=2.77xx10^(3)color(white)(x)"m/s")# Answer link Related questions What is the de Broglie equation? Question #ada60 Question #d42ce What is wave-particle duality? What are some examples of wave-particle duality? What is the wave particle duality of light? How does the term wave-particle duality of light relate to electromagnetic waves? How does wave particle duality work? What is a matter (de Broglie) wave? How did DeBroglie's hypothesis account for the fact that the energy in a hydrogen atom is quantised? See all questions in DeBroglie: Wave Characteristics of Matter Impact of this question 2664 views around the world You can reuse this answer Creative Commons License