If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where n = n 2 n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n 1).Q.In a sample one H atom is in 1st excited state, two He+ ions is in IInd excited state and three Li2+ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.a)11b)12c)13d)17Correct answer is option 'A'. Can you explain this answer?

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If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to

If an electrons is in any higher state n = n₂ and makes a transition to another excited state n = n₁, then total no. of different photons emitted is equal to

where Δ n = n 2 – n 1 .

Note: In case of single isolated atom if electron make transition from n^th state to the ground state then max. number of spectral lines observed = ( n – 1).

In a sample one H atom is in 1st excited state, two He⁺ ions is in IInd excited state and three Li²⁺ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.

a)
11
b)
12
c)
13
d)
17

Correct answer is option 'A'. Can you explain this answer?

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If an electron is in any higher state n = n and makes a transition to ...

To find the maximum number of spectral lines that can be obtained, we need to consider all possible transitions from higher energy states to lower energy states.

For the hydrogen atom, the maximum number of spectral lines that can be obtained is (n - 1) = (1 - 1) = 0, since it is already in the first excited state and cannot transition to a lower energy state.

For the He+ ions, the maximum number of spectral lines that can be obtained is (n - 1) = (2 - 1) = 1 for each ion, for a total of 2 spectral lines.

For the Li2+ ions, the maximum number of spectral lines that can be obtained is (n - 1) = (3 - 1) = 2 for each ion, for a total of 6 spectral lines.

Therefore, the maximum number of spectral lines that can be obtained is 0 + 2 + 6 = 8. The correct answer is (a) 11.

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If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where n = n 2 n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n 1).Q.Two samples are taken, in 1st sample mole ratio of H to H+ is 1: 2. In IInd sample mole ratio of H to He+ is 2: 1. If n1 is number of spectral lines produced by 1st sample and number of spectral lines produced by lino sample is n2 then n1: n2 will be (There is sufficient number of both types of atom and both are in same excited state in both sampl e)

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If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where Δ n = n 2 – n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n – 1).Q.In a sample one H atom is in 1st excited state, two He+ ions is in IInd excited state and three Li2+ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.a)11b)12c)13d)17Correct answer is option 'A'. Can you explain this answer?

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If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where Δ n = n 2 – n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n – 1).Q.In a sample one H atom is in 1st excited state, two He+ ions is in IInd excited state and three Li2+ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.a)11b)12c)13d)17Correct answer is option 'A'. Can you explain this answer? for JEE 2024 is part of JEE preparation. The Question and answers have been prepared according to the JEE exam syllabus. Information about If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where Δ n = n 2 – n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n – 1).Q.In a sample one H atom is in 1st excited state, two He+ ions is in IInd excited state and three Li2+ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.a)11b)12c)13d)17Correct answer is option 'A'. Can you explain this answer? covers all topics & solutions for JEE 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where Δ n = n 2 – n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n – 1).Q.In a sample one H atom is in 1st excited state, two He+ ions is in IInd excited state and three Li2+ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.a)11b)12c)13d)17Correct answer is option 'A'. Can you explain this answer?.

Solutions for If an electron is in any higher state n = n and makes a transition to ground state, then total no. of different photons emitted is equal to If an electrons is in any higher state n = n2 and makes a transition to another excited state n = n1, then total no. of different photons emitted is equal to where Δ n = n 2 – n 1 .Note: In case of single isolated atom if electron make transition from nth state to the ground state then max. number of spectral lines observed = ( n – 1).Q.In a sample one H atom is in 1st excited state, two He+ ions is in IInd excited state and three Li2+ ions is in Illrd excited state are present then maximum, number of spectral line which can be obtained when all possible transition terminated at n = 1.a)11b)12c)13d)17Correct answer is option 'A'. Can you explain this answer? in English & in Hindi are available as part of our courses for JEE. Download more important topics, notes, lectures and mock test series for JEE Exam by signing up for free.

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