Chapter 3: Problem 18
The electron affinity of \(\mathrm{Be}\) is similar to (a) He (b) B (c) \(\mathrm{Li}\) (d) \(\mathrm{Na}\)
Short Answer
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(c) \(\mathrm{Li}\)
Step by step solution
01
Understanding Electron Affinity
Electron affinity refers to the amount of energy released when an electron is added to a neutral atom in the gaseous state. Atoms with higher electron affinity release more energy when they gain an electron.
02
Identify Trends in the Periodic Table
In general, electron affinity increases across a period from left to right and decreases down a group. However, there are exceptions due to electron configurations.
03
Consider Beryllium's Electron Configuration
Beryllium (Be) has an electron configuration of \(1s^2 2s^2\). It has a full 2s orbital, making it less likely to gain an additional electron. Atoms with filled or half-filled sublevels often have lower electron affinities due to their stability.
04
Analyze the Options
(a) Helium (He): Noble gases typically have very low or negative electron affinities because they have a complete outer shell.
(b) Boron (B): Has a higher electron affinity than Be because it needs one more electron to complete the p orbital.
(c) Lithium (Li): Has a lower electron affinity than B but similar to Be because it only has one electron in its outer s orbital.
(d) Sodium (Na): Has a lower electron affinity as it tries to fill the next s orbital.
05
Compare Electron Affinities
Be has low electron affinity similar to Li because both have only electrons in the s orbitals and face similar energy releases due to electron configurations. Thus, Be's electron affinity is more comparable to Li's.
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Key Concepts
These are the key concepts you need to understand to accurately answer the question.
Beryllium Electron Configuration
Beryllium, represented as Be on the periodic table, is the fourth element and has the atomic number 4. In simple terms, its electron configuration describes how its electrons are distributed in its atomic orbitals. Beryllium's electron configuration is written as \(1s^2 2s^2\). This tells us two key things:
- The first two electrons fill the \(1s\) orbital.
- The next two electrons fill the \(2s\) orbital, making it full.
Periodic Table Trends
When we talk about periodic table trends, we refer to patterns seen within the periodic table that help predict and explain the behavior of elements. One such trend is electron affinity, which generally increases across a period from left to right and decreases down a column or group. However, beryllium is an exception to this rule.
- As you move right across a period, elements typically tend to gain electrons to fill their outer shells, increasing electron affinity. But, beryllium with its stable \(2s^2\) configuration doesn’t follow this pattern.
- Going down a group, elements tend to have larger atoms with electrons farther from the nucleus, leading to lower electron affinity due to reduced attraction.
Electron Configuration Stability
Electron configuration stability is a concept that explains why certain elements are less likely to gain or lose electrons. This stability is often due to having filled or half-filled outer electron shells. A filled \(s\) or \(p\) orbital contributes to an element's resistance to gaining new electrons.
- For beryllium, the \(1s^2 2s^2\) configuration means it has a completely filled \(2s\) orbital. The filled orbital is stable and does not readily attract additional electrons.
- In contrast, elements with unfilled outer orbitals tend to have higher electron affinities as they strive to complete their electron shells.