What is the relation between pitch and least count of a screw gauge?

Question

What is the relation between pitch and least count of a screw gauge? (A) Pitch =(L.C./100) (B) L.C. =( text Pitch /100) (C) Pitch = L.C. × 200 (D) L.C. =( text Pitch / text number of divisions on circular scale )

Tardigrade Admin · Accepted Answer

Correct answer is (d) L.C. =( text Pitch / text number of divisions on circular scale )

Q. What is the relation between pitch and least count of a screw gauge?

Pitch $= \frac{L . C .}{100}$

$L . C . = \frac{Pitch}{100}$

Pitch $=$ L.C. $\times 200$

$L . C . = \frac{Pitch}{number of divisions on circular scale}$

Correct answer is (d) $L . C . = \frac{Pitch}{number of divisions on circular scale}$

Q. What is the relation between pitch and least count of a screw gauge?

Pitch =100L.C.​

L.C.=100 Pitch ​

Pitch = L.C. ×200

L.C.= number of divisions on circular scale Pitch ​

Correct answer is (d) L.C.= number of divisions on circular scale Pitch ​

Pitch $= \frac{L . C .}{100}$

$L . C . = \frac{Pitch}{100}$

Pitch $=$ L.C. $\times 200$

$L . C . = \frac{Pitch}{number of divisions on circular scale}$

Correct answer is (d) $L . C . = \frac{Pitch}{number of divisions on circular scale}$