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The zeroth divisions of the vernier and ...

The zeroth divisions of the vernier and main scales of a standard vernier callipers coincide, then

A

the external jaws are in contact with each other

B

there is some distance between the internal jaws.

C

Both (a) and (b).

D

Neither (a) nor (b).

Text Solution

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The correct Answer is:
To solve the problem regarding the coincidence of the zeroth divisions of the vernier and main scales of a standard vernier caliper, we can follow these steps: ### Step-by-Step Solution: 1. **Understanding the Setup**: - A vernier caliper consists of a main scale and a sliding vernier scale. Each scale has a zeroth division (0 mark). - When we say that the zeroth divisions of both scales coincide, it means that when the jaws of the caliper are closed (not measuring anything), the 0 mark of the main scale aligns perfectly with the 0 mark of the vernier scale. 2. **Interpreting Coincidence**: - Coinciding zeroth divisions indicate that there is no gap or separation between the jaws of the caliper when they are closed. This is crucial for accurate measurements. - If the jaws are perfectly closed and the scales coincide, it means that the caliper is calibrated correctly. 3. **Conclusion**: - Therefore, if the zeroth divisions of the vernier and main scales coincide, it implies that there is no distance or separation between the internal jaws of the caliper. This is an important condition for accurate measurement. 4. **Final Answer**: - The correct conclusion is that there is no separation between the jaws of the caliper when the zeroth divisions coincide.

To solve the problem regarding the coincidence of the zeroth divisions of the vernier and main scales of a standard vernier caliper, we can follow these steps: ### Step-by-Step Solution: 1. **Understanding the Setup**: - A vernier caliper consists of a main scale and a sliding vernier scale. Each scale has a zeroth division (0 mark). - When we say that the zeroth divisions of both scales coincide, it means that when the jaws of the caliper are closed (not measuring anything), the 0 mark of the main scale aligns perfectly with the 0 mark of the vernier scale. ...
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A vernier scale has 10 divisions. It slides over the main scale, whose 1 M.S.D. is 1.0 mm. If the number of division to the left side of the zero of the vernier scale on the main scale is 49 and the 8th vernier scale division coincides with the main scale, calculate teh length in centimetres.

A vernier scale has 10 divisions. It slides over the main scale, whose 1 M.S.D is 1.0 mm. If the number of divisions to the left side of the zero of the vernier scale on the main scale is 49 and the 8th vernier scale division coincides with the main scale, calculate the length in centimetres.

Knowledge Check

  • The smallest division on the main scale of a vernier callipers is 1mm , and 10 vernier divisions coincide with 9 mainn scalel divisions. While measuring the diameter of a spehre the zero mark of the vernier scale lies between 2.0 and 2.1 cm and the fifth division of hte vernier main scale coincide with a main scale division. Then diameter of the sphere is

    A
    `2.05cm`
    B
    `3.05cm`
    C
    `2.50cm`
    D
    none of these
  • The least count of vernier callipers is 0.1 mm . The main scale reading before the zero of the vernier scale is 10 and the zeroth division of the vernier scale coincides with the main scale division. Given that each main scale division is 1mm . The measured value should be expressed as

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    `1 cm`
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  • The main scale of vernier callipers reads in mm and its vernier scale is divided into 8 divisions which coincide with 5 divisions of the main scale. When the two jaws touch each other, the zero of the vernier coincides with the zero of main scale. When a rod is tightly placed along its length between the jaws, it is observed that the zero of vernier scale lies just left to 36^(th) division of main scale and fourth division of vernier scale coincides with one main scale division. The measured value is (in cm)

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    B
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