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Find the susceptibility of a material whose dielectric constant is 2.26.
- a)1.26
- b)3.26
- c)5.1
- d)1
Correct answer is option 'A'. Can you explain this answer?
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Find the susceptibility of a material whose dielectric constant is 2.2...
Answer: a
Explanation: Electric susceptibility is the measure of ability of the material to get polarised. It is given by, χe = εr – 1.Thus we get 1.26.
Explanation: Electric susceptibility is the measure of ability of the material to get polarised. It is given by, χe = εr – 1.Thus we get 1.26.
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Find the susceptibility of a material whose dielectric constant is 2.2...
Susceptibility of a Material with Dielectric Constant 2.26
The susceptibility of a material is related to its dielectric constant through the formula:
χ = εr - 1
Where:
- χ is the susceptibility
- εr is the dielectric constant
Given that the dielectric constant of the material is 2.26, we can substitute this value into the formula to calculate the susceptibility.
Calculation:
χ = 2.26 - 1
χ = 1.26
Therefore, the susceptibility of the material with a dielectric constant of 2.26 is 1.26.
Explanation:
- The susceptibility of a material indicates how easily it can be polarized in the presence of an electric field.
- A material with a higher dielectric constant will have a higher susceptibility, as it can be more easily polarized.
- In this case, with a dielectric constant of 2.26, the material has a susceptibility of 1.26, indicating it can be polarized relatively easily but not as much as a material with a higher dielectric constant.
Overall, the susceptibility of a material is a key parameter in understanding its response to electric fields and plays a crucial role in various electrical applications.
The susceptibility of a material is related to its dielectric constant through the formula:
χ = εr - 1
Where:
- χ is the susceptibility
- εr is the dielectric constant
Given that the dielectric constant of the material is 2.26, we can substitute this value into the formula to calculate the susceptibility.
Calculation:
χ = 2.26 - 1
χ = 1.26
Therefore, the susceptibility of the material with a dielectric constant of 2.26 is 1.26.
Explanation:
- The susceptibility of a material indicates how easily it can be polarized in the presence of an electric field.
- A material with a higher dielectric constant will have a higher susceptibility, as it can be more easily polarized.
- In this case, with a dielectric constant of 2.26, the material has a susceptibility of 1.26, indicating it can be polarized relatively easily but not as much as a material with a higher dielectric constant.
Overall, the susceptibility of a material is a key parameter in understanding its response to electric fields and plays a crucial role in various electrical applications.
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Find the susceptibility of a material whose dielectric constant is 2.26.a)1.26b)3.26c)5.1d)1Correct answer is option 'A'. Can you explain this answer?
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