Home
Class 11
CHEMISTRY
Calculate the energy of Li^(+2) atom for...

Calculate the energy of `Li^(+2)` atom for `2^(nd)` excited state.

Text Solution

AI Generated Solution

To calculate the energy of the `Li^(+2)` atom for the 2nd excited state, we can follow these steps: ### Step 1: Understand the excited state The 2nd excited state means that the electron in the `Li^(+2)` ion is in the third energy level (n=3). The ground state is n=1, the first excited state is n=2, and the second excited state is n=3. ### Step 2: Identify the atomic number (Z) The atomic number of lithium (Li) is 3. For `Li^(+2)`, we have removed two electrons, but the atomic number remains the same. ...
Doubtnut Promotions Banner Mobile Dark
|

Topper's Solved these Questions

  • ATOMIC STRUCTURE

    ALLEN|Exercise Exercise - 01|38 Videos
  • ATOMIC STRUCTURE

    ALLEN|Exercise Exercise - 02|59 Videos
  • IUPAC NOMENCLATURE

    ALLEN|Exercise Exercise - 05(B)|8 Videos

Similar Questions

Explore conceptually related problems

lonisatiori energy for hydrogen atom in the ground state is E.What is the ionisation energy of Li^(++) atom in the 2^(nd) excited state?

Calculate the radius ratio of 2^(nd) excited state of H & 1^(st) excited state of Li^(+2) .

Knowledge Check

  • Calculate the ionisation energy of Li^(2+) atom in ground state.

    A
    `13.6times9 eV`
    B
    `13.6J`
    C
    `13.6erg`
    D
    `13.6times10^(-19)`
  • Which is formed in II^(nd) excited state :-

    A
    `PCl_(3)`
    B
    `SH_(6)`
    C
    `SO_(3)`
    D
    `IF_(7)`
  • The ionisation energy o Li^(2+) atom in ground state is,

    A
    `13.6xx9eV`
    B
    `13.6J`
    C
    `13.6erg`
    D
    `13.6xx10^(-19)J`
  • Similar Questions

    Explore conceptually related problems

    Calculate the ratio of energies of He^(+) for 1^(st) & 2^(nd) excited state.

    The energy of He+ in the ground state is -54.4 eV , then the energy of Li^(++) in the first excited state will be

    The ground state energy of hydrogen atom is -13.6 eV. (i) What is the kinetic energy of an electron in the 2^(nd) excited state ? (ii) If the electron jumps to the ground state from the 2^(nd) excited state, calculate the wavelength of the spectral line emitted.

    In a sample one H atom is in 1^(st) excited state, two He^+ ion are in II^(nd) excited state and three Li^(2+) ions are in III^(rd) excited state. Then , find the maximum number of spectral lines which can be obtained , when all possible transitions terminate at n=1 :

    The energy of hydrogen atom in the first excited state is ____