356395 A sample of monatomic hydrogen gas contains 100 atoms and all the atoms are in \({n}\)th excited state. As the atoms come down to the ground state following various transitions, they release a total energy of \({\dfrac{4800}{49} R c h}\) (where 1 Rch \({=13.6 {eV}}\)). Find the value of \({N}\), where maximum possible number of photons emitted in the process is \({7 N \times 100}\).

356396 The binding energy of an electron with \({n=4}\) in the \({H}\)-atom is-

356397 What is the \(K.E.\) and \(P.E.\) of electron in the first orbit of hydrogen atom? Given \(e = 1.6 \times {10^{ - 19}}C\), \(r = 0.53 \times {10^{ - 10}}\;m:\)

356398 The relation between the orbit radius and the electron velocity for a dynamically stable orbits in a hydrogen atom is (where all notations have their usual meanings):

356399 In case of a hydrogen atom the ratio of areas of electrons orbits corresponding to first excited state and ground state is

356395 A sample of monatomic hydrogen gas contains 100 atoms and all the atoms are in \({n}\)th excited state. As the atoms come down to the ground state following various transitions, they release a total energy of \({\dfrac{4800}{49} R c h}\) (where 1 Rch \({=13.6 {eV}}\)). Find the value of \({N}\), where maximum possible number of photons emitted in the process is \({7 N \times 100}\).

356396 The binding energy of an electron with \({n=4}\) in the \({H}\)-atom is-

356397 What is the \(K.E.\) and \(P.E.\) of electron in the first orbit of hydrogen atom? Given \(e = 1.6 \times {10^{ - 19}}C\), \(r = 0.53 \times {10^{ - 10}}\;m:\)

356398 The relation between the orbit radius and the electron velocity for a dynamically stable orbits in a hydrogen atom is (where all notations have their usual meanings):

356399 In case of a hydrogen atom the ratio of areas of electrons orbits corresponding to first excited state and ground state is

356395 A sample of monatomic hydrogen gas contains 100 atoms and all the atoms are in \({n}\)th excited state. As the atoms come down to the ground state following various transitions, they release a total energy of \({\dfrac{4800}{49} R c h}\) (where 1 Rch \({=13.6 {eV}}\)). Find the value of \({N}\), where maximum possible number of photons emitted in the process is \({7 N \times 100}\).

356396 The binding energy of an electron with \({n=4}\) in the \({H}\)-atom is-

356397 What is the \(K.E.\) and \(P.E.\) of electron in the first orbit of hydrogen atom? Given \(e = 1.6 \times {10^{ - 19}}C\), \(r = 0.53 \times {10^{ - 10}}\;m:\)

356398 The relation between the orbit radius and the electron velocity for a dynamically stable orbits in a hydrogen atom is (where all notations have their usual meanings):

356399 In case of a hydrogen atom the ratio of areas of electrons orbits corresponding to first excited state and ground state is

356395 A sample of monatomic hydrogen gas contains 100 atoms and all the atoms are in \({n}\)th excited state. As the atoms come down to the ground state following various transitions, they release a total energy of \({\dfrac{4800}{49} R c h}\) (where 1 Rch \({=13.6 {eV}}\)). Find the value of \({N}\), where maximum possible number of photons emitted in the process is \({7 N \times 100}\).

356396 The binding energy of an electron with \({n=4}\) in the \({H}\)-atom is-

356397 What is the \(K.E.\) and \(P.E.\) of electron in the first orbit of hydrogen atom? Given \(e = 1.6 \times {10^{ - 19}}C\), \(r = 0.53 \times {10^{ - 10}}\;m:\)

356398 The relation between the orbit radius and the electron velocity for a dynamically stable orbits in a hydrogen atom is (where all notations have their usual meanings):

356399 In case of a hydrogen atom the ratio of areas of electrons orbits corresponding to first excited state and ground state is

356395 A sample of monatomic hydrogen gas contains 100 atoms and all the atoms are in \({n}\)th excited state. As the atoms come down to the ground state following various transitions, they release a total energy of \({\dfrac{4800}{49} R c h}\) (where 1 Rch \({=13.6 {eV}}\)). Find the value of \({N}\), where maximum possible number of photons emitted in the process is \({7 N \times 100}\).

356396 The binding energy of an electron with \({n=4}\) in the \({H}\)-atom is-

356397 What is the \(K.E.\) and \(P.E.\) of electron in the first orbit of hydrogen atom? Given \(e = 1.6 \times {10^{ - 19}}C\), \(r = 0.53 \times {10^{ - 10}}\;m:\)

356398 The relation between the orbit radius and the electron velocity for a dynamically stable orbits in a hydrogen atom is (where all notations have their usual meanings):

356399 In case of a hydrogen atom the ratio of areas of electrons orbits corresponding to first excited state and ground state is