0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

The plot shows the variation of lnKp versus temperature for the two reactions.
M(s)+12O2(g)MO(s) and
C(s)+12O2(g)CO(s)
Identify the correct statement:

1225640_6c34903bbe424c04920fc3d7fa6e9b00.png
  1. At T>1200 K, carbon will reduce MO(s) to M(s)
  2. At T<1200 K, the reaction
    MO(s)+C(s)M(s)+CO(g) is
    spontaneous.
  3. At T<1200K,
    oxidation of carbon is unfavourable.
  4. Oxidation of carbon is favourable at
    all temperatures.

A
At T>1200 K, carbon will reduce MO(s) to M(s)
B
At T<1200 K, the reaction
MO(s)+C(s)M(s)+CO(g) is
spontaneous.
C
At T<1200K,
oxidation of carbon is unfavourable.
D
Oxidation of carbon is favourable at
all temperatures.
Solution
Verified by Toppr

The correct option is A At T>1200 K, carbon will reduce MO(s) to M(s)
solution:
(lnKp=ΔGRT)

At (T>1200) K, carbon will reduce (MO(s)) to (M(s))(ΔG=RTlnKp)

(ΔGTemperature)

At high temperature (ΔG) value is very high so non-feasible or non-spontaneous process takes place and carbon will reduce (MO(s)) to M(s).
Hence, option A is correct.

Was this answer helpful?
0
Similar Questions
Q1
The plot shows the variation of lnKp versus temperature for the two reactions.
M(s)+12O2(g)MO(s) and
C(s)+12O2(g)CO(s)
Identify the correct statement:

1225640_6c34903bbe424c04920fc3d7fa6e9b00.png
View Solution
Q2
The equilibrium constant for the reaction N2(g)+O2(g)=2NO(g)at temperature T is 4×104. The value of Kc for the reaction:

NO(g) =12N2(g)+12O2(g) at the same temperature is :

View Solution
Q3
Standard entropy of X2, Y2 and XY 3 are 60,40 and 50 JK1 mo 11, respectively.
For the reaction, 12X2+32Y2XY 3, ΔH=30kJ, to be at equilibrium, the temperature will be______.

41055.jpg
View Solution
Q4
The rate constant, k for the reaction N2O5(g)2NO2(g)+12O2(g) ls 2.3×102s1. Which equation given below describes the change of [N2O5] with time?
[N2O5]0 and [N2O5]t correspond to concentration of N2O5 initially and at time t.

View Solution
Q5
For the reaction given below,

2O3(g)3O2(g)

Step l: O3(g)O2(g)+O(g)

Step 2: O3(g)+Oslow2O2(g)

Statement I: The molecularity of the first step is 1 and of the second step is 2.
Statement-II: O(g) is an intermediate and rate of reaction is K[O3]2[O2]1 and order of reaction is 1.

View Solution