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If magnesium loses two electrons and form Mg2+ ion, it will get the configuration of the nearest noble gas, neon

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11y ago
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8mo ago

Magnesium has an atomic number of 12, which means it has 12 electrons. To achieve a noble gas configuration, magnesium would need to lose both of its valence electrons. This can be achieved through chemical reactions, where magnesium can form ionic compounds by transferring its electrons to other elements, such as oxygen or chlorine.

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Q: What would make it possible for a magnesium to have a noble gas configuration?
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How many electrons must be gained or lost for Mg to attain a noble-gas?

Magnesium (Mg) has 12 electrons. To attain a noble gas configuration, Mg would need to lose 2 electrons to have the same electron configuration as a noble gas (like neon). This would result in Mg forming a +2 ion.


Which noble gas would be listed in the noble-gas configuration of copper Cu?

The noble gas configuration of copper (Cu) is [Ar] 3d^10 4s^1. The noble gas that would be listed is argon (Ar), which has an electron configuration of 1s^2 2s^2 2p^6 3s^2 3p^6.


What is the noble gas notation for Xenon?

The noble gas notation for Xenon is [Kr] 4d^10 5s^2 5p^6. This notation represents the electron configuration of Xenon with the closest noble gas element, Krypton, in brackets followed by the configuration for Xenon.


How many electrons would calcium have to give up to achieve a noble-gas configuration?

Calcium has 20 electrons and would need to give up 2 electrons to achieve a noble gas configuration like argon, which has 18 electrons. This would result in a +2 charge for the calcium ion.


What is the valence electron configuration for the magnesium atom?

The valence electron configuration for a magnesium atom is 3s^2. Magnesium is in group 2 of the periodic table, so it has 2 valence electrons in the 3s orbital.


What is the electron configuration of cesium in noble gas form?

The electron configuration of cesium in noble gas form would be [Xe] 6s^1. This indicates that cesium has the same electron configuration as the noble gas xenon in addition to one extra electron in the 6s orbital.


How many electrons does silver have to gave up in order to achieve a pseudo-noble-gas electron configuration?

Silver (Ag) has 47 electrons. To achieve a pseudo-noble-gas electron configuration, silver would need to lose one electron to achieve a stable electron configuration that resembles a noble gas configuration like argon.


How many electrons must a magnesium gain or lose to achieve electron configuration?

Magnesium must lose 2 electrons to achieve a stable electron configuration, specifically to attain a full outer shell of electrons like the nearest noble gas (neon). Magnesium has 12 electrons with a configuration of 2-8-2, so losing 2 electrons would leave it with a configuration of 2-8, which is more stable.


Which of the following would have to lose three electrons in order to achieve a noble gas electron configuration?

An element that would have to lose three electrons to achieve a noble gas electron configuration is aluminum (Al). Aluminum has 13 electrons, and if it loses three electrons, it would have the same electron configuration as neon (10 electrons), which is a noble gas.


Does potassium have nobel gas electron configuration?

No, potassium does not have a noble gas electron configuration. The noble gas configuration for potassium would be [Ar] 4s¹, but instead, potassium has the electron configuration 1s² 2s² 2p^6 3s² 3p^6 4s¹.


What is the noble gas notation of beryllium?

The noble gas notation for beryllium (Be) is [He] 2s². This notation represents the electron configuration of beryllium by showing that it has the same electron configuration as helium ([He]) up to the previous noble gas before it, with two electrons in the 2s orbital.


What is the noble gas configuration of nitrogen?

The noble gas configuration of nitrogen is [He] 2s^2 2p^3. This means that nitrogen has the same electron configuration as helium for the inner electrons, with 2 electrons in the 2s orbital and 3 electrons in the 2p orbital.