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Effective nuclear charge (Z(eff)) is the...

Effective nuclear charge `(Z_(eff))` is the net attractive force
on electrons under consideration and is equal to:
`Z_(eff) = Z - sigma` (nuclear charge - screening constant). `Z_(eff)` or `sigma` is calculated by Slater's formula, as given.
If one electrons is present in the outermst orbit, there will be no screening in that orbital. Each electrons contribute, `0.35` (total electrons minus one electron) present in the outermost shell.
A contribution of `0.85` for each electrons is taken in the `(n - 1)th` shell.
Which of the following statement is wrong?

A

`IE_(1)` of `Ga gt Al`, due ot imperfect shielding of `3d`-orbitals in `Ga`.

B

`IE_(1)` of `Ga lt Al`, due ot perfect shielding of `3d`-orbitals in `Ga`.

C

The atomic size of `Ga` and `Al` are almost same because of poor shielding effect of electrons in `d`-orbitals as the effective nuclear
charge increases in `Ga`.

D

`IE_(1)` of group `16` elements is less than that of group `15` elements.

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The correct Answer is:
To solve the question regarding the effective nuclear charge `(Z_eff)` and identify the wrong statement among the given options, we can follow these steps: ### Step-by-Step Solution: 1. **Understand Effective Nuclear Charge**: The effective nuclear charge `(Z_eff)` is defined as the net attractive force on electrons in an atom. It is calculated using the formula: \[ Z_{eff} = Z - \sigma \] where `Z` is the nuclear charge (number of protons) and `σ` is the screening constant that accounts for the shielding effect of other electrons. 2. **Review Slater's Rules**: According to Slater's rules: - For each electron in the outermost shell (n), there is no screening. - Each electron in the same shell contributes `0.35` to the screening constant. - Each electron in the (n-1) shell contributes `0.85` to the screening constant. 3. **Analyze the Statements**: We need to evaluate the given statements one by one to identify which one is incorrect. - **Statement 1**: "The first ionization energy of gallium is greater than that of aluminium due to the imperfect shielding of 3D orbitals in gallium." - This statement is **correct**. Gallium has a filled 3D subshell which leads to poor shielding, resulting in a higher ionization energy compared to aluminium. - **Statement 2**: "Gallium is smaller than aluminium." - This statement is **incorrect**. Gallium has a larger atomic radius than aluminium due to the presence of 3D electrons which do not shield the nucleus effectively. - **Statement 3**: "The atomic sizes of gallium and aluminium are almost the same because of poor shielding effect as effective nuclear charge increases in gallium." - This statement is **correct**. The atomic sizes are similar due to the effective nuclear charge being higher in gallium, despite the presence of 3D electrons. - **Statement 4**: "The ionization energy of group 16 is less than that of group 15." - This statement is **correct**. Group 15 elements have half-filled p orbitals which are more stable and require more energy to remove an electron compared to group 16 elements. 4. **Conclusion**: The only incorrect statement among the options is **Statement 2**. ### Final Answer: The wrong statement is **Statement 2**: "Gallium is smaller than aluminium."

To solve the question regarding the effective nuclear charge `(Z_eff)` and identify the wrong statement among the given options, we can follow these steps: ### Step-by-Step Solution: 1. **Understand Effective Nuclear Charge**: The effective nuclear charge `(Z_eff)` is defined as the net attractive force on electrons in an atom. It is calculated using the formula: \[ Z_{eff} = Z - \sigma ...
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Effective nuclear charge (Z_(eff)) is the net attractive force on electrons under consideration and is equal to: Z_(eff) = Z - sigma (nuclear charge - screening constant). Z_(eff) or sigma is calculated by Slater's formula, as given. If one electrons is present in the outermst orbit, there will be no screening in that orbital. Each electrons contribute, 0.35 (total electrons minus one electron) present in the outermost shell. A contribution of 0.85 for each electrons is taken in the (n - 1)th shell. The screening constant (sigma) for 4s electron of Mn (Z = 25) will be

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CENGAGE CHEMISTRY ENGLISH-PERIODIC CLASSIFICATION OF ELEMENTS AND GENERAL INORGANIC CHEMISTRY-Exercises (Linked Comprehension)
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