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A) What is meant by the least count of a measuring instrument? b) Find and write the least count of this scale.

Physics

ScanSolve AI Answer

Answer

b

1 mm1 \text{ mm}

Step-by-step solution

6 steps

Part a· 2 steps

What is meant by the least count of a measuring instrument?

  1. The least count of a measuring instrument is the smallest value (length) which can be accurately measured using it.

  2. For a simple scale (without vernier), least count = length of the smallest division on the main scale.

Part b

1 mm1 \text{ mm}

Find and write the least count of this scale.

  1. Observe the given ruler scale.

    The centimeter scale has major markings every 1 cm and minor markings every 1 mm (10 minor divisions per cm).

    The inch scale has major markings every 1 inch and minor markings every 18\frac{1}{8} inch (or 116\frac{1}{16} inch, but larger than 1 mm).

  2. Formula for least count of simple scale

    Least count=smallest division on the scale\text{Least count} = \text{smallest division on the scale}
  3. Substitute the smallest division observed

    The smallest division is 1 mm on the cm side.

  4. Simplify

    Least count = 1 mm.

    Final answer: Least count = 1 mm\boxed{1 \text{ mm}}

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