if the de-broglie wavelength of a particle of mass m is 100 times its velocity then its velocity then its value in terms of its mass(m) and planck's constant(h) is
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Answer:
10root h/m
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Answer:
λ=
λ= mv
λ= mvh
λ= mvh
λ= mvh
λ= mvh According to given question λ=100v
λ= mvh According to given question λ=100v100v=
λ= mvh According to given question λ=100v100v= mv
λ= mvh According to given question λ=100v100v= mvh
λ= mvh According to given question λ=100v100v= mvh
λ= mvh According to given question λ=100v100v= mvh
λ= mvh According to given question λ=100v100v= mvh so v
λ= mvh According to given question λ=100v100v= mvh so v 2
λ= mvh According to given question λ=100v100v= mvh so v 2 =
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100m
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v λ=10
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v λ=10 m
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v λ=10 mh
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v λ=10 mh
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v λ=10 mh
λ= mvh According to given question λ=100v100v= mvh so v 2 = 100mh λ=100v λ=10 mh
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