Chemistry, asked by Anonymous, 9 months ago

Q. Explain steps of redox reaction with example.​

Answers

Answered by Anonymous
41


The reduction is the gain of electrons whereas oxidation is the loss of electrons.

The combination of reduction and oxidation reaction together refers to redox reaction/redox process.

As discussed, it is very important to understand “balancing redox reactions”

.There are generally two methods for balancing redox reactions.


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Answered by Anonymous
467

\bold{\huge{\underline{\underline\red{ANSWER: }}}}

Redox Reaction - The reaction in which oxidation and reduction takes place at same time.

Let's take the following reaction to understand steps of balancing of redox reaction.

 FeSO_4 + KMnO_4 + H_2SO_4 \longrightarrow Fe_2(SO_4)_3 + MnSO_4 + H_2O + K_2SO_4

Step - 1  \implies Identify the elements going oxidation and reduction.

In this equation -

 {Fe}^{2 + } \longrightarrow {Fe}^{3 + }

As the charge is increasing, Fe is going oxidation.

 {MnO_4}^{ - } \longrightarrow {Mn}^{ 2+}

As oxygen is removed, it is going reduction.

Step - 2  \implies Balance the atom other than oxygen and hydrogen in the elements going oxidized and reduced.

 {Fe}^{2 + } \longrightarrow {Fe}^{3 + }

 {MnO_4}^{ - } \longrightarrow {Mn}^{ 2+}

Fe and Mn are balanced on both sides.

Step - 3 \implies Now balance O and H atoms by H_2O and  {H}^{ + } respectively by following way :- For one excess oxygen atom , add one H_2O on the other side and two  {H}^{ + } on the same side.

{Fe}^{2 + } \longrightarrow {Fe}^{3 + } ( no \: oxygen \: atom )(i)

{8H}^{ + } + {MnO_4}^{ - } \longrightarrow {Mn}^{ 2+} +4H_2O (ii)

Step - 4  \implies Equation (i) & (ii) are balanced atomwise. Now balance charge . To balance charge , add electrons to electrically positive charge.

{Fe}^{2 + } \longrightarrow {Fe}^{3 + } + {e}^{ - }

{5e}^{ - }{8H}^{ + } + {MnO_4}^{ - } \longrightarrow {Mn}^{ 2+} +4H_2O

Step - 5  \implies The number of electrons gained and lost are equalized by multiplying both reactions by cross multiplication of number of electrons. Here we will multiply (i) with 5 and (ii) with 1

( {Fe}^{2 + } \longrightarrow {Fe}^{3 + } + {e}^{ - } ) × 5

= {5Fe}^{2 + } \longrightarrow {5Fe}^{3 + } + {5e}^{ - }

{5e}^{ - }{8H}^{ + } + {MnO_4}^{ - } \longrightarrow {Mn}^{ 2+} +4H_2O

Now we get balanced redox reaction in ionic form.

Step - 6  \implies Now convert ionic reaction into molecular form.

5 FeSO_4 + KMnO_4 +4 H_2SO_4 \longrightarrow\frac{5}{2} Fe_2(SO_4)_3 + MnSO_4 + 4H_2O +\frac{1}{2} K_2SO_4

Or

10 FeSO_4 + 2KMnO_4 + 8H_2SO_4 \longrightarrow 5Fe_2(SO_4)_3 + 2MnSO_4 + 8H_2O + K_2SO_4

\bold{\huge{\underline{\underline\red{THANKS}}}}

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