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a. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong? n = 0 l = 1 m = 0 m, = +1/2 On O m O m, b. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong? n= 2 l = 1 m =-1 m, = 0 On O me O m,

a. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong? n = 0 l = 1 m = 0 m, = +1/2 On O m O m, b. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong? n= 2 l = 1 m =-1 m, = 0 On O me O m,

Chemistry
Chemistry
10th Edition
ISBN:9781305957404
Author:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Publisher:Steven S. Zumdahl, Susan A. Zumdahl, Donald J. DeCoste
Chapter1: Chemical Foundations
Section: Chapter Questions
Problem 1RQ: Define and explain the differences between the following terms. a. law and theory b. theory and...
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**Quantum Numbers Problem Set** --- **a. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong?** - \( n = 0 \) - \( \ell = 1 \) - \( m_\ell = 0 \) - \( m_s = +1/2 \) Options: - \( n \) - \( \ell \) - \( m_\ell \) - \( m_s \) --- **b. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong?** - \( n = 2 \) - \( \ell = 1 \) - \( m_\ell = -1 \) - \( m_s = 0 \) Options: - \( n \) - \( \ell \) - \( m_\ell \) - \( m_s \) --- **Note:** Quantum numbers describe the properties and locations of electrons in an atom. They must follow specific rules, such as: - \( n \) (principal quantum number) must be a positive integer. - \( \ell \) (azimuthal quantum number) must be in the range 0 to \( n-1 \). - \( m_\ell \) (magnetic quantum number) must be between \(-\ell\) and \(\ell\). - \( m_s \) (spin quantum number) can be \( +1/2 \) or \(-1/2 \). --- **Instructions:** Select the quantum number from each set that does not comply with these rules. **Buttons:** - Submit Answer - Try Another Version *3 item attempts remaining*
Transcribed Image Text:**Quantum Numbers Problem Set** --- **a. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong?** - \( n = 0 \) - \( \ell = 1 \) - \( m_\ell = 0 \) - \( m_s = +1/2 \) Options: - \( n \) - \( \ell \) - \( m_\ell \) - \( m_s \) --- **b. The following is not a possible set of quantum numbers. Which of the quantum numbers is not consistent with the others, or is just wrong?** - \( n = 2 \) - \( \ell = 1 \) - \( m_\ell = -1 \) - \( m_s = 0 \) Options: - \( n \) - \( \ell \) - \( m_\ell \) - \( m_s \) --- **Note:** Quantum numbers describe the properties and locations of electrons in an atom. They must follow specific rules, such as: - \( n \) (principal quantum number) must be a positive integer. - \( \ell \) (azimuthal quantum number) must be in the range 0 to \( n-1 \). - \( m_\ell \) (magnetic quantum number) must be between \(-\ell\) and \(\ell\). - \( m_s \) (spin quantum number) can be \( +1/2 \) or \(-1/2 \). --- **Instructions:** Select the quantum number from each set that does not comply with these rules. **Buttons:** - Submit Answer - Try Another Version *3 item attempts remaining*
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