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Alisiya [41]
4 years ago
10

Which of the following families on the periodic table is likely to take on 2 electrons?. . . family 2. family 12. family 16. fam

ily 18
Chemistry
2 answers:
PilotLPTM [1.2K]4 years ago
8 0

Answer: Family 16 is most likely to accept 2 electrons.

Explanation:

Family 16 has the electronic configuration ns^{2} np^{4}. As to attain stability the p orbital will readily accept 2 electrons.

Therefore, family 16 is most likely to accept 2 electrons. Family 16 is also known as chalcogens.

Whereas, family 2 has the electronic configuration (n-1)s^{2} ns^{2}. As the s orbital is completely filled  so there is no need to accept 2 electrons.

Family 12, and family 18 has the electronic configuration [Ar] nd^{10} ns^{2} and [He]ns^{2} np^{6} respectively.

Both family 12 and 18 has completely filled orbitals so it will not accept any electrons.


Bingel [31]4 years ago
8 0
If we say the words "take on 2 electrons" we mean to find the family that could accept 2 more electrons to satisfy the Octet Rule. Most of the elements that accept electrons are nonmetals. From the given above, the family to which this type is found is family 16. 
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1) You have an aqueous solution where [OH-] = 1 x 10-4 mol/L.
Irina18 [472]

1. A. 1 x10^{-10}x  is the hydrogen ion concentration.

 B. pH of the solution is 10

  C. The solution is basic.

2. The molarity of NaCl in 2.8 litres of water is 1.18 M

3. 1.64 M is the molarity of new solution.

4. 0.64 M is the molarity of the acid  or HCl used.

Explanation:

1. Data given [OH-] =1 x 10-4   mol/L.

A) K_{w}= [H_{3}O+] [OH]-     K_{w}= 1×10^{-14}

  [H_{3}O+]= 1×10^{-14} ÷ 1 x 10-4

             = 1 x10^{-10}x  is the hydrogen ion concentration.

     

B) pH =-log [H_{3}O+]

pH = -log[-1x 10^{-10}]

   pH  = 10

c) pH value of 10 indicates that it is a basic solution because it is greater than 7 and on pH scale more than 7 value indicates basicity.

2. Molarity is calculated by the formula

Molarity = \frac{number of moles}{volume}  

Number of moles can be calculated as:

n = \frac{mass}{atomic mass of one mole of substance}

n = \frac{195}{58.44}    ( atomic weight of NaCl is 58.44 gm/mole)

n= 3.33 moles

Now the molarity of NaCl in 2.8 litres of water is calculated as:

Molarity = \frac{number of moles}{volume}

M   =   \frac{3.33}{2.8}

M = 1.18

the molarity of NaCl in 2.8 litres of water is 1.18 M

3. Data given:

Initial volume of the HCl solution V1 = 152 ml, initial molarity M1 = 3

final volume of the diluted HCl V2= 750 ml, final molarity M2= Unknown

The initial and final volumes are converted into litres in calculation.

So, M1V1 = M2V2

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4. In titration the formula used is: M acid x V acid = M base x V base

Volume of base V1= 20 ml Molarity of base M1 = 0.24 M

volume of the acid V2 = 31 ml Molarity of the acid = unknown

the volume will be converted to litres.

So applying the formula,

M acid x V acid = M base x V base

0.24 x  \frac{20}{1000} = Macid x \frac{31}{1000}

0.0048 = Macid x 0.031

Macid= \frac{0.031}{0.048}

M base= 0.64 M is the molarity of the acid  or HCl used.

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