If 'I' is the moment of inertia of a solid body having å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is åI∆T 1/2åI∆T 2åI∆T 3åI∆T Where å å is notation for alpha , coefficient of linear expansion

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If 'I' is the moment of inertia of a solid body having ​å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is åI∆T 1/2åI∆T 2åI∆T 3åI∆T Where å å is notation for alpha , coefficient of linear expansion

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If 'I' is the moment of inertia of a solid body having å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is åI∆T 1/2åI∆T 2åI∆T 3åI∆T Where å å is notation for alpha , coefficient of linear expansion

If 'I' is the moment of inertia of a solid body having å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is

åI∆T

1/2åI∆T

2åI∆T

3åI∆T
Where å å is notation for alpha, coefficient of linear expansion

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If 'I' is the moment of inertia of a solid body having ​å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is åI∆T 1/2åI∆T 2åI∆T 3åI∆T Where å å is notation for alpha , coefficient of linear expansion

If 'I' is the moment of inertia of a solid body having ​å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is åI∆T 1/2åI∆T 2åI∆T 3åI∆TWhere å å is notation for alpha, coefficient of linear expansion

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If 'I' is the moment of inertia of a solid body having å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is åI∆T 1/2åI∆T 2åI∆T 3åI∆T Where å å is notation for alpha , coefficient of linear expansion

If 'I' is the moment of inertia of a solid body having å-coefficient of linear expansion then the change in 'I' corresponding to the small change in temperature ∆T is

åI∆T

1/2åI∆T

2åI∆T

3åI∆T
Where å å is notation for alpha, coefficient of linear expansion