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Alexandra [31]
4 years ago
14

The ________ ion is represented by the electron configuration [ar]3d2.

Chemistry
2 answers:
Tresset [83]4 years ago
3 0
The Ti 2+ ions is  represented  by  electron  configuration  (Ar)3d2. Titanium is in  atomic  number  22  and  its  electronic  configuration  is  (Ar)3d2 4s2.  Titanium loss two  electron that  is  4s2 electrons  hence the  electronic  configuration ( Ar)3d2.  4s2 is  the  valence electron  hence  it   the  one   which  is  lost  to  form  Ti2+
Dimas [21]4 years ago
3 0

The ion which represent by the electronic configuration \left[ {{\text{Ar}}} \right]3{d^2} is \boxed{{\text{T}}{{\text{i}}^{2 + }}}

Further Explanation:

The <em>electronic configuration</em> is the<em> distribution of electrons</em> of an atom in the atomic orbitals. There are two states for an electron: ground as well as the excited state. The configuration of the atom in the <em>lowest possible energy levels</em> is called the <em>ground-state electronic configuration</em>. When an electron jumps from the stable ground state to some <em>higher level</em>, that state is called the excited state and the electronic configuration corresponding to this state is known as the <em>excited-state electronic configuration. </em>

The filling of electrons in different energy levels or orbitals is done in accordance with the following three rules.

1. Aufbau principle: The principle states that the electrons are filled in various orbitals in the increasing order of their energies as follows:

1s < 2s < 2p < 3s < 3p < 4s < 3d < 4p < 5s < 4d < 5p < 6s < 4f < 5d < 6p < 7s < 5f < 6d < 7p

2. Hund’s rule: Electron pairing will not start until each orbital is singly occupied.

3. Pauli’s exclusion principle: According to this principle, all the four quantum numbers \left( {n,\;l,\;{m_l},\;{m_s}} \right) for any two electrons can never be the same. In an orbital, the spin of two electrons has to be different. If one electron has the clockwise spin, the other would have the anticlockwise spin and vice-versa.

The general expression for full electron configuration contains all the symbols of occupied. It is given as follows:

n{\left( {{\text{symbol for }}l} \right)^{{\text{ number  of electrons in orbital}}}}

For example, Boron has atomic number 5. Therefore, filling of electrons for boron takes place as follows:

Full Electronic configuration: 1{s^2}2{s^2}3{s^1}

The condensed electronic configuration is a way to write the electronic configuration where the inner shell configurations are compressed to the nearest noble gas configuration and represent in a square bracket and only the valence shell configuration is written in the expanded form.

Condensed electronic configuration for boron is as follows:

\left[ {{\text{He}}} \right]2{s^2}3{s^1}

Given electronic \left[ {{\text{Ar}}} \right]3{d^2} configuration is a condensed electronic configuration in which Ar is a atomic symbol of argon noble gas. Noble gas argon has an atomic number 18, therefore, electrons present in argon are 18. Also, there are 2 electrons present in the 3d orbital. Therefore, total number of electron present in the given element is 20.

According to the Aufbau principle, the given electronic configuration can be represented as \left[ {{\text{Ar}}} \right]4{s^0}3{d^2}. Since two electrons are removed from the 4<em>s</em> orbital thus ion contains 22 initially. According to the periodic table, the element with the 22 atomic number is titanium (Ti) and after the loss 2 electrons it becomes {\text{T}}{{\text{i}}^{2 + }}.

Learn more:

1. What happens to the reducing agent during redox reaction?: brainly.com/question/2890416

2. Identification of element which has electron configuration  :brainly.com/question/9616334

Answer details:

Grade: High School

Subject: Chemistry

Chapter: Electronic configuration of the elements

Keywords: neutral element, electronic configuration, element, electronic, titanium, 22, 20, electrons, Ar, 3d2, Ti2+.

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Ostrovityanka [42]

Answer:

The probability of survival is at least 75%

Explanation:

Since we do not know the probability distribution of the concentration of the solution, we can not determine the exact probability of survival. Nevertheless, we can use the Chebyshev inequality, that applies to any probability distribution, to calculate the lower bound.

It states that

P( | X - µ | ≤ kσ ) ≥ 1- 1/k²

this means that the probability that X is not further than k standard deviations from the mean (µ) is at least 1- 1/k²  , where k >1

in our case,

k1= (X1 - µ) / σ = (0,9 - 0,8 ) / 0,05 = 2

k2=(X2 - µ) / σ = (0,7- 0,8 ) / 0,05 = -2

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3 0
4 years ago
What is the total number of atoms in the following formula? CaBr2
grin007 [14]
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7 0
3 years ago
E28.12.) When 229 ) of energy is supplied as heat at constant pressure to 3.0 mol Ar(g) the temperature of the sample increases
kakasveta [241]

Answer : The molar heat capacity at constant volume and constant pressure is 29.9 J/mol.K and 38.2 J/mol.K respectively.

Explanation :

Formula used for specific heat at constant volume :

q_v=n\times c_v\times \Delta T

where,

q_v = heat = 229 J

n = moles of gas = 3.0 mol

c_v = molar heat capacity at constant volume = ?

\Delta T = change in temperature  = 2.55 K

Now put all the given value in the above formula, we get:

229J=3.0mol\times c_v\times 2.55K

c_v=29.9J/mol.K

The molar heat capacity at constant volume is 29.9 J/mol.K

Now we have to calculate the molar heat capacity at constant pressure.

Formula used :

c_p-c_v=R

where,

c_v = molar heat capacity at constant volume = 29.9 J/mol.K

c_p = molar heat capacity at constant pressure = ?

R = gas constant = 8.314 J/mol.K

Now put all the given value in the above formula, we get:

c_p-29.9J/mol.K=8.314J/mol.K

c_p=38.2J/mol.K

The molar heat capacity at constant pressure is 38.2 J/mol.K

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