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The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.?
Most Upvoted Answer
The melting points of three solids X,Y,Z are 298k,310k and 400k, respe...
Here's your answer buddy,
Solid X, solid Y, solid Z
Explanation -
we know that more the interparticle force more tough it will be for the substance to melt.t
Thus the solid with the highest melting point which would need the highest amount of heat to melt is the one with the strongest interpartical forces of attraction. Thus X has the lowest interpaticulate forces of attraction followed by Y and Z.
Upvote and lemme know if that helped :)
Solid X, solid Y, solid Z
Explanation -
we know that more the interparticle force more tough it will be for the substance to melt.t
Thus the solid with the highest melting point which would need the highest amount of heat to melt is the one with the strongest interpartical forces of attraction. Thus X has the lowest interpaticulate forces of attraction followed by Y and Z.
Upvote and lemme know if that helped :)
Community Answer
The melting points of three solids X,Y,Z are 298k,310k and 400k, respe...
Order of Inter-Particle Force of Attraction
Explanation:
The inter-particle force of attraction is related to the strength of the bonds between the particles in a solid. The stronger the bonds, the higher the melting point of the solid. Based on the given information, we can arrange the solids in increasing order of their inter-particle force of attraction as follows:
Therefore, the order of inter-particle force of attraction is X < y="" />< z.="" />
- X
- Y
- Z
Explanation:
The inter-particle force of attraction is related to the strength of the bonds between the particles in a solid. The stronger the bonds, the higher the melting point of the solid. Based on the given information, we can arrange the solids in increasing order of their inter-particle force of attraction as follows:
- X has a melting point of 298K, which indicates that it has the weakest inter-particle force of attraction among the three solids.
- Y has a melting point of 310K, which is higher than X, indicating that it has a stronger inter-particle force of attraction than X.
- Z has the highest melting point of 400K, indicating that it has the strongest inter-particle force of attraction among the three solids.
Therefore, the order of inter-particle force of attraction is X < y="" />< z.="" />
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The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.?
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The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.? for Class 9 2024 is part of Class 9 preparation. The Question and answers have been prepared according to the Class 9 exam syllabus. Information about The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.? covers all topics & solutions for Class 9 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.?.
The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.? for Class 9 2024 is part of Class 9 preparation. The Question and answers have been prepared according to the Class 9 exam syllabus. Information about The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.? covers all topics & solutions for Class 9 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The melting points of three solids X,Y,Z are 298k,310k and 400k, respectively. Arrange these in increasing order of their inter-partical force of attraction.?.
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