[Be^(3+)" and a proton are "],[" accelerated by the same "],[" potential,their de-Brolie "],[" wavelengths have the ratio "],[" (Assume mass of photon = "],[" mass of neutron) "]

Be^(3+) and a proton are accelerated by the same potential, their de - Broglie wavelengths have the ratio ( assume mass of proton = mass of neutron ) :

Be^(3+) and a proton are accelerated by the same potential, their de - Broglie wavelengths have the ratio ( assume mass of proton = mass of neutron ) :

Be^(3+) and a proton are accelerated by the same potential, their de - Broglie wavelengths have the ratio ( assume mass of proton = mass of neutron ) :

Be^(+3) and a proton are accelerated by the same potenatial, their de-Broglie wavelengths have the ratio (assume mass of proton = mass of neutron)

During an experiment an alpha -particle and a proton are accelerated by same potential difference , their de Broglie wavelength ratio will be : (Take mass of photon = mass of neutron)

An alpha -particle and a proton are accelerated from rest by the same potential, thenthe ratio of their de-Broglie wavelength is

An electron and a proton are accelerated through the same potential difference. The ratio of their de-Broglie wavelengths will be

A positron and a proton are accelerated by the same accelerating potential. Then the ratio of the associated wavelengths of the positron and the proton will be [M=Mass of proton, m=Mass of positron]

A positron and a proton are accelerated by the same accelerating potential. Then the ratio of the associated wavelengths of the positron and the proton will be [M=Mass of proton, m=Mass of positron]