In: Chemistry
Use the oxidation number method to balance these equations.
a. H2SO4 + HI → S + I2 + H2O
b. HBr + H2SO4 → Br2 + SO2 + H2O
c. V3+ + I2 + H2O → VO2+ + I– + H+
a) To balance a chemical reaction via oxidation method provided the should occur oxidation and reduction(I.e redox reaction).
•Given reaction:
H2SO4+ HI =S +I2 +H2O.
•Detection of oxidation no.
H2SO4,
+1×2 +y +(-2)4=0
Or, 2+y-8=0
Or, y= +6 so, S in H2SO4 is +6
I, in HI is -1 (+1 +y =0 or, y=-1)
S and I2 are in atomic and molecular state in resultant.So their oxidation no. will be 0(zero).
•Redox explanation:
S in H2SO4 ,the oxidation no. of S decreases from +6 to 0 (6 units) in S in the resultant.So reduction occurs.
On the other hand,
I in HI is oxidized to I2, as the oxidation no enhanced from (-1to 0). Oxidation occurs.
As I2(iodine molecule) is diatonic so 3 is multiplied to I2 ,and 6 will be multiplied to HI.
Now the equation becomes
H2SO4+6HI =S+3I2 +H2O
After this redox multiplication O and H atom are not balanced. So ,to balance it4 should be multiplied to H2O i.e 4H2O.
▪︎▪Final balanced equation:
H2SO4 + 6HI = S + 3 I2 + 4H2O
Reactant atoms:[H=2+6=8,S=1,O=4, I =6]
Product atoms,
[S=1,I=3×2=6,H=4×2=8,O=4]
SO BALANCED.
b)
•Reaction:
HBr + H2SO4 =Br2 + SO2 + H2O
•Detection of oxidation no.
Br in HBr =-1 (+1+x=0 ;x=-1)
S in H2SO4 =+6 (as before)
S in SO2 =+4 (y+(-2×2)=0, y=+4)
Br2 is 0.
So, Br in HBr oxidised to Br2 as oxidation no enhanced -1to 0. Oxidation occurs.
Other way,the oxidation no of S in H2SO4 is decreases from +6 to +4 in SO2 gas. So decreases by 2 units.i.e reduction occurs.
•Therefore the reaction becomes:
2HBr + H2SO4 =Br2 +SO2 +2H2O (balanced)
c)
As the given reaction is not a redox reaction it is to be balanced by algebraic method.
•Step 1: The equation is labelled by
aV^+3 +bI2 + cH2O= d VO2 + f I + 8H^+
Step 2:
By using trial and error method,if V3^+ is multiplied by 2 then (6^+) charge on V , so in product 2 should be multiplied(2VO2) .After multiplying4 O atom in the product.so 4 is multiplied to H2O (4H2O).Thus 8 H atoms will be in the reactant,then 8 should be multiplied in H^+ ion(8H^+) . Since I2 in the reactant ,then in resultant 2 will be multiplied in I^- (2I^-)
3rd step:
Simplifying the result to get the lowest whole integer value.
a=2{V^3+}
b=1(I2)
c=4(H2O)
d=2(VO2)
f=2(I^-)
g=8(H^+)
4th step:
▪︎▪Final balanced reaction:
2 V^(3+) +I2 +4H2O= 2VO2 +2I^(-) + 8 H^+.
---- --- ------ --- ------- --
g=8(H^+)
4th step:
▪︎▪Final balanced reaction:
2 V^(3+) +I2 +4H2O= 2VO2 +2I^(-) + 8 H^+.
---- --- ------ --- ------- --