Vernier callipers and screw gauge — practice questions
10 questions in the bank on this idea. Below are 10 of them, exactly as they appear in a test.
The least count of a Vernier calliper is the smallest length it can reliably resolve, commonly found from
- A. one main-scale division minus one Vernier-scale division for a direct Vernier
- B. main-scale length multiplied by object mass
- C. pitch divided by wire radius
- D. zero error only
For a screw gauge, least count equals
- A. pitch multiplied by circular divisions
- B. pitch divided by number of circular-scale divisions
- C. diameter divided by pitch
- D. main-scale reading plus zero error
A screw gauge has pitch 0.5 mm and 50 circular divisions. Its least count is
- A. 0.1 mm
- B. 0.025 mm
- C. 0.01 mm
- D. 25 mm
A Vernier reading is obtained by adding main-scale reading to
- A. zero error regardless of sign
- B. object radius squared
- C. pitch × main-scale divisions
- D. coinciding Vernier division × least count
If an instrument has a positive zero error, the zero correction is
- A. negative
- B. positive
- C. zero
- D. equal to the measured value
A screw gauge shows main-scale reading 5.5 mm and circular division 23 with least count 0.01 mm, with no zero error. The reading is
- A. 5.23 mm
- B. 5.73 mm
- C. 5.50 mm
- D. 7.80 mm
Why should a screw gauge ratchet be used gently?
- A. To change the least count during measurement
- B. To eliminate pitch permanently
- C. To apply nearly consistent small contact force and avoid deforming the object
- D. To reverse the screw thread
Several diameter readings of a wire are taken at different orientations with a screw gauge. The main purpose is to
- A. increase zero error deliberately
- B. change the pitch
- C. avoid applying zero correction
- D. reduce random error and detect nonuniformity
A calliper has least count 0.01 cm and positive zero error +0.03 cm. If observed reading is 2.46 cm, corrected reading is
- A. 2.43 cm
- B. 2.49 cm
- C. 2.46 cm
- D. 2.40 cm
Which practice best reduces parallax while reading a linear scale?
- A. View from a strongly oblique angle
- B. View the mark with the eye approximately normal to the scale at the index
- C. Move the object during reading
- D. Ignore the reference line
Want to know which of these you would get wrong?
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