A vernier caliper has 20 divisions on the vernier scale, which coincide with 19 on the main scale. If one main scale division is 2mm, then the least count of the instrument is what?
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Answered by
143
VSD - Vernier scale divisions. MSD - Main scale divisions.
Given that 20 VSD = 19 MSD
Then 1 VSD = (19)/(20) MSD= 0.95 MSD.
Least count of Vernier calipers, LC = 1 MSD -1 VSD
= 1 MSD - 0.95 MSD = 0.05 MSD.
As 1 MSD = 2mm,
Least count, LC = 0.05 x 2 mm = 0.1 mm.
Given that 20 VSD = 19 MSD
Then 1 VSD = (19)/(20) MSD= 0.95 MSD.
Least count of Vernier calipers, LC = 1 MSD -1 VSD
= 1 MSD - 0.95 MSD = 0.05 MSD.
As 1 MSD = 2mm,
Least count, LC = 0.05 x 2 mm = 0.1 mm.
Answered by
0
Answer:
least count of instrument-0.1mm
Explanation:
VSD- Vernier scale division
MSD- main scale division
20 divisions on the vernier scale, which coincide with 19 on the main scale.
20VSD=19MSD
then for 1VSD=19/20MSD
Least count of vernier scale =1MSD-1VSD
1MSD-19/20MSD
20-19/20MSD
1/20MSD
1MSD=2mm
1/20MSD=1/20*2mm
= 0.1mm
#SPJ3
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