Wiki User
∙ 13y agoDunno, but the ratio of the mass of a proton to the mass of what prople think of as being an electron is approx 1980. I'd check that if I were you though. Probably OK to +- 5%.
Wiki User
∙ 13y agoThe mass of a proton and neutron are pretty close. So the ratio will be roughly 1 to 1 (or 1:1). The neutron is heavier and if memory serves it is exactly the mass of an electron heavier than a proton. Note it takes around 1820 electron to equal the mass of one proton.
calculate the ratio between proton&electron
1/1836 the mass of a proton
A beta particle is an electron, with a mass of approximately 1/1840 of a proton
Electron, proton, nucleus, atom
Mass ratio proton (neutron)/electron: 1 836
Mass ratio proton (neutron)/electron: 1 836
Mass ratio proton (neutron)/electron: 1 836
No, the charge to mass ratio value would not be the same if the electron is replaced by a proton or neutron. Protons and neutrons have different charge and mass compared to electrons, so the ratio would vary. The charge to mass ratio is specific to each type of particle.
Mass ratio proton (neutron)/electron: 1 836
The mass of a proton and neutron are pretty close. So the ratio will be roughly 1 to 1 (or 1:1). The neutron is heavier and if memory serves it is exactly the mass of an electron heavier than a proton. Note it takes around 1820 electron to equal the mass of one proton.
The mass of an electron is about 1/1836 times smaller than the mass of a proton or neutron. Protons and neutrons have similar masses, both being much larger than the electron.
A proton is approximately 1836 times heavier than an electron.
In kilograms, an electron's mass is ~9 x 10^(-31). A proton's mass is ~1.7 x 10^(-27). The mass of the proton is more than 1000 times of an electron.
The acceleration of both the electron and proton in a uniform electric field is given by the equation a = F/m, where F is the force on the particle and m is the mass. The force on both particles in the electric field is the same, but the electron's mass is much smaller than the proton's mass, so the electron will have a much larger acceleration compared to the proton. The ratio of their accelerations is approximately equal to the ratio of their masses.
The proton mass is about 2,000 times greater than the electron mass.
The proton mass is about 2,000 times greater than the electron mass.