Considering a Hydrogen atom, the proton is fixed in an inertial frame. The centripetal force is provided by Coloumb attraction. Radius is 5.3 * 10^-11 m. Mass is 9.1 * 10^-31 kg charge of electron is 1 6*10^19 C. Find the speed of electron in the ground state

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Piyush Kumar Behera · Answer

see to find that just equate mv 2 /r =kq 1 q 2 /r 2. put the evalues of the expressions and get the result......

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Considering a Hydrogen atom, the proton is fixed in an inertial frame. The centripetal force is provided by Coloumb attraction. Radius is 5.3 * 10^-11 m. Mass is 9.1 * 10^-31 kg charge of electron is 1 6*10^19 C. Find the speed of electron in the ground state

Considering a Hydrogen atom, the proton is fixed in an inertial frame. The centripetal force is provided by Coloumb attraction. Radius is 5.3 * 10^-11 m. Mass is 9.1 * 10^-31 kg charge of electron is 1 6*10^19 C. Find the speed of electron in the ground state

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Considering a Hydrogen atom, the proton is fixed in an inertial frame. The centripetal force is provided by Coloumb attraction. Radius is 5.3 * 10^-11 m. Mass is 9.1 * 10^-31 kg charge of electron is 1 6*10^19 C. Find the speed of electron in the ground state

Considering a Hydrogen atom, the proton is fixed in an inertial frame. The centripetal force is provided by Coloumb attraction. Radius is 5.3 * 10^-11 m. Mass is 9.1 * 10^-31 kg charge of electron is 1 6*10^19 C. Find the speed of electron in the ground state

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