If in a vernier callipers 10 VSD coincides with 8 MSD then the least count of the Vernier callipers is
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Answered by
423
∵ 10th V.S.D concides with 8th M.S.D
so, 1 V.S.D = 8/10 M.S.D = 0.8 M.S.D
Also we know, 1 M.S.D = 1 mm
Now, least count = 1 M.S.D - 1 V.S.D
= 1 M.S.D - 0.8 M.S.D
= 0.2 M.S.D
= 0.2 × 1 mm [∵ 1M.S.D = 1mm ]
= 0.2 mm
Hence, least count = 0.2 mm
so, 1 V.S.D = 8/10 M.S.D = 0.8 M.S.D
Also we know, 1 M.S.D = 1 mm
Now, least count = 1 M.S.D - 1 V.S.D
= 1 M.S.D - 0.8 M.S.D
= 0.2 M.S.D
= 0.2 × 1 mm [∵ 1M.S.D = 1mm ]
= 0.2 mm
Hence, least count = 0.2 mm
Answered by
45
Answer: THE ANSWER FOR THIS IS :
0.2mm
Explanation:
Given,
1 msd = 1 mm
10th vsd coincides with the 8th msd.
therefore, 1 vsd = 8/10 msd = 8/10 × 1 mm = 0.8 mm
thus, least count = 1 msd – 1 vsd = 1 mm – 0.8 mm = 0.2 mm
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