356509 An electron of a hydrogen like atom, having \(Z=4\), jumps from \(4^{\text {th }}\) energy state to \(2^{\text {nd }}\) energy state. The energy released in this process, will be (Given \(Rch = 13.6\,eV\)) Where, \(R=\) Rydberg constant, \(c=\) Speed of light in vacuum, \(h=\) Planck's constant
356509 An electron of a hydrogen like atom, having \(Z=4\), jumps from \(4^{\text {th }}\) energy state to \(2^{\text {nd }}\) energy state. The energy released in this process, will be (Given \(Rch = 13.6\,eV\)) Where, \(R=\) Rydberg constant, \(c=\) Speed of light in vacuum, \(h=\) Planck's constant
356509 An electron of a hydrogen like atom, having \(Z=4\), jumps from \(4^{\text {th }}\) energy state to \(2^{\text {nd }}\) energy state. The energy released in this process, will be (Given \(Rch = 13.6\,eV\)) Where, \(R=\) Rydberg constant, \(c=\) Speed of light in vacuum, \(h=\) Planck's constant
356509 An electron of a hydrogen like atom, having \(Z=4\), jumps from \(4^{\text {th }}\) energy state to \(2^{\text {nd }}\) energy state. The energy released in this process, will be (Given \(Rch = 13.6\,eV\)) Where, \(R=\) Rydberg constant, \(c=\) Speed of light in vacuum, \(h=\) Planck's constant
356509 An electron of a hydrogen like atom, having \(Z=4\), jumps from \(4^{\text {th }}\) energy state to \(2^{\text {nd }}\) energy state. The energy released in this process, will be (Given \(Rch = 13.6\,eV\)) Where, \(R=\) Rydberg constant, \(c=\) Speed of light in vacuum, \(h=\) Planck's constant