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an. Electron travels in a circular orbit of radius 0.5 a and frequency of 5.5*10^7hz. Findthe magnetic field produced At center

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an. Electron travels in a circular orbit of radius 0.5 a and frequency of 5.5*10^7hz. Findthe magnetic field produced At center

Top answer: To get an answer, you have to assume that the field is uniform everywhere along the orbit, not just Read more.
An electron moves on a circular orbit in a uniform magnetic field. The strength of the field is 1.00×10-5 tesla. The kinetic

Top answer: KE =m•v²/2, v= sqrt(2•Ke/m) = sqrt(2•178•1.6•10^-19/9.11•10^-31) =7.9•10^6. Lorentz Read more.
In one model of the hydrogen atom, the electron revolves in a circular orbit around the proton with a speed of 2.9x10^6 m/s.

Top answer: centripetal force= electrical force mv^2/r=kqq/r^2 solve for r. Read more.
In a simple model of the hydrogen atom, the electron revolves in a circular orbit around the proton with a speed of 3.4 ✕ 106

Top answer: To determine the radius of the electron's orbit in a simple model of the hydrogen atom, we can use Read more.
The Bohr model of the hydrogen atom consists of an electron travelling in a circular orbit of radius 5.29 x 10-11 m around a

Top answer: k =9•10^9 N•m²/C², e =1.6•10^-19 C. r = 5.29•10^-11 m , m(electron) = m = 9.1•10^-31 kg Read more.
An electron of kinetic energy 41 keV moves in a circular orbit perpendicular to a magnetic field of 0.330 T.(a) Compute the

Top answer: Ha! It's time for a physics joke! Why did the electron go on a diet? Because it wanted to reduce its Read more.
in a simple model of a hydrogen atom, the electron revolves in circular orbit around the proton with a speed of 1.1*10^6m/s.

Top answer: Centripetal force=Electric force mv^2/r=ke^2/r^2 solve for r. Read more.
(a) A hydrogen atom has its electron in the n = 5 level. The radius of the electron's orbit in the Bohr model is 1.323 nm. Find

Top answer: To find the de Broglie wavelength of the electron in the given scenario, we can use the formula: λ Read more.
) A hydrogen atom has its electron in then = 5 level. The radius of the electron's orbit in the Bohr model is 1.323 nm. Find the

Top answer: 1.66e-9 Read more.
Could someone please help me out with this? I've read my text book, but can't seem to figure it out. And could you please show

Top answer: you know that there are 2π radians in one orbit. So, what you have to do is figure out how long it Read more.