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Match List-1 (Materia!) with List-ll (Poisson’s Ratio)
- a)c
- b)a
- c)b
- d)d
Correct answer is option 'A'. Can you explain this answer?
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Match List-1 (Materia!) with List-ll (Poisson’s Ratio)a)cb)ac)bd...
Rubber . 45--- . 50
brass . 34
greay cast iron . 25
steel . 27-- . 30
brass . 34
greay cast iron . 25
steel . 27-- . 30
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Match List-1 (Materia!) with List-ll (Poisson’s Ratio)a)cb)ac)bd...
To match List-I (Materials) with List-II (Poisson's Ratio), we need to know the typical Poisson's ratios for each material. Here's the matching based on common values:
- Rubber: Poisson's ratio for rubber is typically around 0.5.
- Brass: Poisson's ratio for brass ranges from 0.34 to 0.36.
- Grey cast iron: Poisson's ratio for grey cast iron is around 0.27 - 0.30.
- Steel: Poisson's ratio for steel is approximately 0.27 - 0.30.
From the options provided in the image, let's match them:
- A (Rubber) = 1
- B (Brass) = 2
- C (Grey cast iron) = 3
- D (Steel) = 4
This matches the code (a) 3 1 4 2 in the image.
So the correct option is: a
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Match List-1 (Materia!) with List-ll (Poisson’s Ratio)a)cb)ac)bd)dCorrect answer is option 'A'. Can you explain this answer?
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