The correct increasing order of the oxidation state of sulphur in the anions SO₄²⁻, SO₃²⁻, S₂O₄²⁻, S₂O₆²⁻ is
(a) SO₃²⁻ < SO₄²⁻ < S₂O₄²⁻ < S₂O₆²⁻
(b) SO₄²⁻ < S₂O₄²⁻ < S₂O₆²⁻ < SO₃²⁻
(c) S₂O₄²⁻ < SO₃²⁻ < S₂O₆²⁻ < SO₄²⁻
(d) S₂O₆²⁻ < S₂O₄²⁻ < SO₄²⁻ < SO₃²⁻
Answers
Answered by
35
^_^ OXIDATION NUMBER ^.^
Final Answer : (c)
Steps :
1) Let the Oxidation of number of sulphur be x.
We know,
Oxidation number of Oxygen = -2
Then we have,
Net Charge = Sum of all net Oxidation Number
2) Then,
a) SO4(2-) :
x + 4*(-2) = -2
=> x = 6
ON (SO4(2-)) = 6
b) SO3(2-)
x + 3(-2) = -2
=> x = 4
ON(SO3(2-)) = 4
c) S2O4(2-) :
x*2 + 4*-2 = -2
=> x = 3
ON(S2O4(2-)) = 3
d) S2O6(2-) :
x (2) + 6(-2) = -2
=> x = 5
ON ( S2O6)(2-) = 5
Now, According to above values :
Increasing Order of ON:
S2O4(2-) < SO3(2-)< S2O6(2-) < SO4(2-)
Final Answer : (c)
Steps :
1) Let the Oxidation of number of sulphur be x.
We know,
Oxidation number of Oxygen = -2
Then we have,
Net Charge = Sum of all net Oxidation Number
2) Then,
a) SO4(2-) :
x + 4*(-2) = -2
=> x = 6
ON (SO4(2-)) = 6
b) SO3(2-)
x + 3(-2) = -2
=> x = 4
ON(SO3(2-)) = 4
c) S2O4(2-) :
x*2 + 4*-2 = -2
=> x = 3
ON(S2O4(2-)) = 3
d) S2O6(2-) :
x (2) + 6(-2) = -2
=> x = 5
ON ( S2O6)(2-) = 5
Now, According to above values :
Increasing Order of ON:
S2O4(2-) < SO3(2-)< S2O6(2-) < SO4(2-)
Answered by
8
Answer:
C
Explanation:
1) Let the Oxidation of number of sulphur be x.
Since oxidation number of Oxygen = -2
a) SO4(2-)
x + 4×(-2) = -2
x = 6
ON (SO4(2-)) = 6
b) SO3(2-)
x + 3(-2) = -2
x = 4
ON(SO3(2-)) = 4
c) S2O4(2-)
x×2 + 4×-2 = -2
x = 3
ON(S2O4(2-)) = 3
d) S2O6(2-)
x (2) + 6(-2) = -2
=> x = 5
ON ( S2O6)(2-) = 5
So, concluding :
Increasing Order of Oxidation No.:
S2O4(2-) < SO3(2-)< S2O6(2-) < SO4(2-)
Thank you!
Hope it helps!
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