To measure internal diameter and depth of a given beaker using Vernier callipers and hence find its volume.
Vernier callipers, beaker
- Vernier constant = 1 MSD - 1 VSD
- Zero error, e
$\pm$ no. of vernier division coinciding with some main scale division * VC - Zero correction,
$c$ =$-$ zero error =$-e$ - Observed length = MSR + VSR =
$N + (n * VC)$ - Volume =
$\pi (\frac{D}{2})^2 h$
The internal volume of the beaker is
- Vernier scale should move smoothly over the main scale.
- VC and zero error should be carefully determined and recorded.
- Beaker should be gripped gently between the jaws.
- Eye should be directly over the Vernier division to avoid parallax.
- Each observation should be recorded with correct significant figures and units.
- Jaws of VC may not be perpendicular to main scale.
- The VC may be loose.
- The scale graduation may not be correct.
- The scale graduation of the instrument may not have been taken into account.
- Personal error due to parallax and improper reading.