Graphical construction of Vernier Scale with different problem solving examples

[@barshashaw2228]

Barsha Shaw
Q1.French Mathematician pierre Vernier scale (1580 -1637)
Q2.Right and V =Represents last count /Samuest of Vernier scale division
Q3.yes

[@rinkimaji5116]

Q1: 1631 French mathematician Pierre vernier scale (1580-1637)
Q2: right and v= represents last count/ smauest of vernier scale division
Q3: yes

[@ankitaghosh9253]

Q.1- in 1631 French mathamatician pierre vernier (1580-1637)
@.2-right,ans v=represent last count/smallest of vernier scale division.
Q.3.Ans.yes it is right
Q.4.yes

[@qgeo8212]

Excellent

[@ankitaghosh9253]

@@qgeo8212 thankyou sir

[@rihtisarkar1892]

Q1. 1631 French mathematician Pierre Vernier scale(1589-1637).
Q2. Right and V= Represented last count/smauest of vernier scale division.
Q3.Yes.

[@qgeo8212]

Excellent

[@krishnapriyaghosh322]

V.C:30"and point of coincidence:1division.

[@sumanasau7440]

Q1- in 1631 French mathamatician Pierre Vernier (1580-1637)
Q2- right, V - represent last count/smallest of Vernier scale division.

[@suhanaparvin3958]

Q1:Ans_1631 French mathematician Pierre Vernier (1580 - 1637)
Q.2:Ans_Right .And V= represents last count/smallest of vernier scale division
Q. 3:Ans_yes it is right
Q. 4:Ans_yes

[@taniyadas109]

Q1. Ans. In 1631 French mathematician Pierre Vernier (1580 - 1637)
Q2. Ans . Right , Ans v= represents last count / smallest of Vernier scale division .
Q3. Ans . Yes it is right .
Q4 . Ans. Yes

[@qgeo8212]

Excellent

[@rimpakundu2521]

Q.1:- In 1631 French mathematician pierre vernier (1580-1637)
Q.2:- Right..and v =least count/smallest of vernier scale division
Q.3:-yes
Q.4:-yes

[@qgeo8212]

Excellent

[@qgeo8212]

4/4

[@juhenakhatun7317]

Q1.1631 French mathematician Pierre vernier scale (1589-1637)
Q2.right .and v=represents last count/smauest of varnier scale division.
Q3.yes

[@qgeo8212]

Excellent.

[@taniyadas109]

Interactive question
Q.1 Ans : V.C - 30" .
Point of coincidence - 1 division

[@qgeo8212]

Thank you. Excellent

[@sksainur947]

Interactive Question
Q1. Ans: vc=30"And point of coincidenc=1division

[@qgeo8212]

Thank you. Excellent

[@ummehani7228]

Q1. Ans: In 1631 French mathematician Pierre Vernier( 1580- 1637)
Q2. Ans: Right . And V represents Least count/ smallest of Vernier scale division
Q3. Ans : yes it is right
Q4. Ans: yes

[@qgeo8212]

4 out of 4

[@ummehani7228]

Interactive Question
Q1. Ans: vc =30" And point of coincidence = 1division

[@qgeo8212]

Thank you. Excellent

[@Risaaaa.a]

Q1. 1631 French Mathematician pierre vernier scale (1580 - 1637)
Q2. Right. And V=Represents Last Count / smauest of vernier scale division.
Q3. Yes.

[@qgeo8212]

Thank you. Excellent

[@suhanascreation4135]

Q1. 1631 French mathematician Pierre vernier scale (1589-1637)
Q2. right. and v= represents last count/smauest of vernier scale division.
Q3. Yes.

[@qgeo8212]

Excellent

[@sksainur947]

Q.1 Ans. In 1631 French Mathamatician Pierre Vernier (1580-1637)
Q.2 Ans. Right , Ans. v= represents last count/smallest of vernier scale division.
Q.3. Ans. Yes it is right

[@qgeo8212]

Excellent

[@suhanaparvin3958]

Interactive question
Q. 1 ans: V. C -30".
Point of coincidence - 1division