Courses
Courses for Kids
Free study material
Offline Centres
More
Store Icon
Store
seo-qna
SearchIcon
banner

In the galvanic cell one mole electron moves from anode to cathode at 500K causing the potential difference of 20V . What is ΔSuniverse during the phenomenon ?
A. 2460JK1
B.3860JK1
C.+2460JK1
D.+3860JK1

Answer
VerifiedVerified
490.5k+ views
1 likes
like imagedislike image
Hint:ΔS is the entropy change . It is a measure of the randomness or disorder of the system . Greater the randomness , the higher is the entropy of the system.

Complete step by step answer: We have to calculate the value of ΔSuniverse in this question . To calculate the entropy change in the universe , we use the following formula :
ΔS=nF(δEδT)P
where , n= number of moles of electrons involved in the process
F= one faraday of electricity
E=potential difference
T = temperature
It is given that one mole of electrons move from anode to cathode , so the value of n is n=1
Further it is given that the reaction takes place at 500K so , T=500K
The potential difference which is caused is given by , E=20V
and we take the value of F as 96500C
So , on substituting the above values in the formula , we get
ΔS=1×96500×20500=3860JK1
Since the value of entropy is positive , that means it is accompanied by increase in randomness and hence increase of entropy . Hence, the process is spontaneous .
Hence option D is correct .


Note: By looking at the value of entropy change we can determine the spontaneity of the reaction , if the value of ΔS is positive , the process is spontaneous . If its value is negative , the direct process is non - spontaneous ( the reverse process may be spontaneous ) and if the value of ΔS is zero then the process is said to be in equilibrium .
Latest Vedantu courses for you
Grade 11 Science PCM | CBSE | SCHOOL | English
CBSE (2025-26)
calendar iconAcademic year 2025-26
language iconENGLISH
book iconUnlimited access till final school exam
tick
School Full course for CBSE students
PhysicsPhysics
ChemistryChemistry
MathsMaths
₹41,848 per year
Select and buy