1.

Calculate the radius of a sphere from the given data of readings using a vernier calipers. In the main scale 1 cm is divided into 20 parts. Number of divisions on the vernier = 25; zero error = – 0.016 cm. The position of the zero of vernier when the sphere is held between the jaws = between 2.75 and 2.8 cm. Vernier coincidence = 9th division (a) 1.392 cm (b) 1.376 cm (c) 1.408 cm (d) None of these

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a 1.392 is this QUESTION CORRECT ANSWER



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