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Measurement of Volume and Diameter of Spheres and Cylinders, Lecture notes of Physics

Maulana Azad National Urdu UniversityPhysics

The results of experiments measuring the volume and diameter of spheres and cylinders using various instruments such as Vernier calipers and scales. The measurements are recorded in tables and formulas are used to calculate the volume and diameter. The document also includes calculations of averages and total readings. The experiments are likely part of a physics or engineering course.

Typology: Lecture notes

2021/2022

Available from 12/11/2022

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bg1
Date
21
1
/22
Expt.
No. 0J.
Page
No.
0J,
Vernien
Callber
:(Aira)ei
(volumue)
)EK
(Spheae)2l
lCylindea)
L
J
Veuue
Callibea)
le
Abbanatus)
Venier
Collibez)
6 d
Cylindea)
l1.P
(Sbheie)9
:Formua)
Le
volue
Sphene o
em
Raduis
of
sbhone
Vbluue
Cylindor=Aol
cro
Radiur ofcylinden
llength
0
cylinder
Keast
ceuu
(L.c)=
I
Maun
Scale
&division
(M.5.D)
No. f
VeLnien
scale
Iivision
(V.S.D)
Radus2Dmeter
ld)
2
Total
Reading(TR)
E M.S.D+
(VS.D
XLc.)
Signature
pf3
pf4
pf5
pf8

Partial preview of the text

Download Measurement of Volume and Diameter of Spheres and Cylinders and more Lecture notes Physics in PDF only on Docsity!

Date 21 1 /

Expt. No. 0J.^ Page No. 0J,

Vernien Callber :(Aira)ei (volumue))EK (^) (Spheae)2l (^) lCylindea) L J (^) Veuue (^) Callibea) (^) le

Abbanatus) Cylindea) l1.P Venier Collibez) 6 d

(Sbheie)

:Formua) Le volue (^) Sphene (^) o (^) em

Raduis of sbhone

Vbluue Cylindor=Aol cro Radiur ofcylinden

llength 0 cylinder

Keast ceuu (L.c)=I Maun Scale &division (M.5.D) No.f VeLnien scale Iivision (V.S.D)

Radus2Dmeterld) 2

Total Reading(TR)^ E^ M.S.D+^ (VS.D^ XLc.)

Signature

Date: 21/ 22 Expt. No.01. Page No. 02.

Venuer :iscaptcn) Calube (^) o (^) Venior (^) Callipen) -do (^) (Rectangular (^) &teelBtip) GNZ

UE Main Scale) le Jei le OT-eCst Imm lE

d'liPA (^2) C (^) Gfixed (^) Jaw2 (^) J lp (^) 1a

LV U7^ (Movable JawJUr L2U Usr J

O dliglb- pleeL

db dz:(Keast.count ofVonn.colAU2l d

L.CleZ-Yalue of Manscalo vitn No. of Vemn sCale SiviktbO) N

01

Ioo 0.01Cry

Signature

Expt. No. Ol Date:^ 21/^ 1/

Page No 05

olb (^) d (^) Ja (^) l"1 Pooceduue) E leS (^) length)dab (^) Culindo) Maun (^) led'l- (^) CL (^) fix) jl OAs (^) EJ,J, (^) Zr22 (^) L

Qdd (^) l (^) M.S.R (^) 2leCo LwMuliply (^) LC (^) SD-

Tlal (^) Readng (^) M:5.R+ (^) (V.5D.XL.C)

-L

l SVolume) L Clindea) l length 6544 c Diameto 0.832 cra^ T^ d^08322 0.416^ Cm

Volumeof Cyndo Ar

3-14X(0-41x^6544 cm

3.55598 23769 cro

3.55 crm ppox.

Signature

Congth of Cylindon (^) L.C.0.01 crm

5. M5.R V.C V.C.xLC s TR M.5.R+ (V.S.DXLC)

No. a) atb) Ol.G.45 10b:10x0.01 0-

(m)b nxL.C TR TR 6.45 +0.10 6.

  1. 6.45 TR6.45 +0.I0 6.

to b:10x0.01 0.

(^9) b:9x0.01 (^) 0.09 TR 6.45 (^) +0.09 6.

0 b 1Oxo01 0.10 TR 6.45 +0.10 6.

05.6.45 (^) b: (^) 8x0.01 0.08 (^) TR (^) 6.45 +0.082 6.

Average of length of cylindon 655+ 6:55 t6:55+ 6-54 +6: 5

3912 6544 cm

iamet Cylinden L.C. O.O1 Crn

TR M.S. Rt(VS.DXLC)

TR atb)

  1. M5.R V.C.^ VC.XL.C

No.a) (n) bnxL.C.

b 9x0.01 0.09 TR D.75+0.09 084 b:6xo.010.06 TR 075+ 0.06 081 b9x0.01 009

O.75 9

05 04 0.

  1. 0-

0-75 6 O.75 (^) TR 0:75+ 0.09 0. TR 0-75+ 0.08 D 0. TR0:15+ 0.09 0.

8 b 8x0.010. (^9) B 9x0-01 0.

Averoge f Diametor o Cylindon 084+081+0.84+083.0.

5

: 0.832 Cm

Diameter ef 8bhone (^) LC. 0.01 crm

M-SRV.cv.C.xLC. TR M.S. R+ (VS.DxL-e)

TR a+b) crm

3 b3xo.01 003 TR 2.45+0.03 2.

4 br xo01 0-

TR 2.45+ 0.04 2.

No a)^ (n) (^) b (^) nxL.C

02 2. 03 2.455 (^5) b:5x0010. 04 2.45 TR^ 2.45+^ 0.05^ 2. 4b:4xo.01 0-04 TR - 2.45++0.04 2.

Average diamctor of sphere 248-+249+2.50 + 4

2.49 cr

Date: 2!/ tt/ Expt. No 0J Page No. 05.

(Precautions)cbsl

:(0bsenvations) uli

2siLld (^) UM:5.R) (^) = (^) Imm o O.t Cro

C

LCO.01Cm

:(Rerult) 6544 longth)_Jgb K(Gglindn)Pl

cr 355 (Velume2 (Glindo.) M1LLL r

245 (Radiu berT Cro 8:07E(Yeluns) tlshhea)2fÍeso

Signature