NEET Physics Formula Sheet.pdf

jnjdn

1. .Thumb
ponn
dicoion
uuo-d.
=0 > AB
9-0 ’O
Decloy
bdorto
Scaatrodud
-dor
9-2o R-A 860 k-\3A
fdygon dau
D=
A-ß
0:JAs
D-
A16
-180
9-0
J
-Triangh daus
vdor Uhit
vdor Sabradan
Voin
1A-JA
A
t
A
VecTORS

2. Dislaee Oisp
Total p syfh -Shortiognçk
· Qaparb an patn OoonAbpnd en ph
"Xwth tine
Dcalay
U-t
at
dt
tel5)
A
SLOPE
T
dis¢uA,-Az
dist" Ath
dftint
a Fuariqbl
KNETOATLS
Spu& lat
"nodivd divtian
Ohs'opud diwdion -rt
X wwn cauy j dict
dt
(9=utot
Rest to Rst S,
Graund to Coround
As pudx dia don =Asg voaty doI-Roc spud wortt togybdac
Umax
tine
=V,V (oy 3 VV, V3
2
Int
dt
Wocty dt
de
Huigt teCursund
Magitudrdacer
Vat
|(z,2,r2
Vase
Aulzton
acclration
(ontnt
At
das
accon
StmSaR1:3
tup< tden

3. rojudle Metion:-tonulorm gton
2ut
1
y=Usit-lt
ay g
ay"9
R:Uetb
222
Ha
t-el
Ellipaus
larabola
Vbas-Valb
Projca =y xtauC1-%)
Kovinolel
9eo-0)’ «+ß-«
2
Rsedon btw
A Rtan Moo Rorg--5
to caleudat Ropi yO
Relatise Mofon ina Rlans -AtRLto uot te qppoit sio
V leN

4. Y=Rainl
fou O
Unioro rular Moton uonnorm Melon
divon nabl
t
|Dist'= RO
t
Aw/c
CiRcOLAR MOTON
CIRULAR MOTON
Int
Spud-Ru)
Craar Motion
dt dti
aSacaat
Ma
R
uafou &Taby-Obliyt

5. fMa cot)
la=gtano
Nomlg-)
dorislrea
Ma
N.Mga)
Rot
M
(0)
find ace
(T (Mme
ERUILLBRWM
Spring Cut Pokan
Pully-Bok Bdoleca
Dunantes
) Qun-ulet Roblm
1
Opp divct
’Sane Nawt VLM
t
-Eyt
(Vaine
V to
Mass
Vea
F1 daus-o 1
cot Gdit
racoi posi Tion
Sgpingfort alucy Toendo
Lnotia
tooaiyd in a Dane.

6. 1) fieton ?
Objp io at Rust Bahz ie
Fraa Fiud + Fliit)
TNcANEDANE
ERICION
ontanG < WRut
M
by wodo = ugld blcck
Tuo BK FRCION
x(onteal
Foin
9
cat proubm
FBD
Sow

7. fore
KE
FAs-Wok
45¬
KE
AKE =a
KE
lonslaw-Fse<96 wx
Llotat torce
-AME’ (ont
M
PcoP
iariae foru FKal
3t//o
FAKE-(Kç-ki) 10o|
KË/
Shoot Gj Molo
KE Sofe
-Work= pat
-AME (o
WPE
X
NospolF
inDio
-Dcalar -nst a unigu valuo" pegolcd B.
Groodit
‘
(Matie)
(orsoaty
T
daus d (onsNoltu Mhchwcal Enngy
KEj tUon Wvee)
NCE
KE; 1U;
dy iie)
t-,0
Yaser siabay
At
d
*Nutal fgiitvin
2
t
AE 4Efto
EF-u(-c))
Gnicel lo
ogWeseAKE -Mgh.
K

8. COM
Hol, Riy
baly oLAb Cane ASunl
Disuat Ms Susim
(E
*auybon Aio Syny
"Pent ivendou AS
Helleospho
r Y
M, Y,COM hoictes raDD
4D-dm a0>0-d B029-d
= Ma, t Maz
dm
Soid sphu
Sina Mood d Mas -(ont
Musord Y = My Ya3
dv
frt -, (oM-con",= cont ; KE eon
Et=0. P-(ont
ke
Hdloo lone
COM
(olhiunte Rasttuion
Pi-o
COLLOSIQNS
-Man, lank Brcblam
-(KEe) K AKÉ-O
Fradion
Laloatas sivchang
·flaste (aluoion (M>»>
(OM=
Jall
-Prupid lontad net muoU.
NOT
CONSER
tonde thalar

9. -(KEke)AcAKE-IM y-e
Veet
horeuion
,Voiuo
dined
(alusio
+(r)0,
KE^
t
dostie
B-1; dstane = 00
i, e0;r's tana -h
B
and Vaino tan
Vee0e
Dchor
Ac Mtt
olo
MeN PLANk Boblem noud'als ofose
a-Mmof
KEO

10. Matvad Tai
Tam2
L
Splas
I<I,<TA
3A
ORSUEGNE)
dE
M4. Lood
T6
Sat1B-0 Sly:0
1-2M
e? find ot /F
I-sm
T:302
I-TM41 I, -I+I.
r-sÉ (
T-mg
2
Ke-Ty
2
cm
2
20
+Egudlios Molion + Ru to Rst Poton

11. (Gg)
(coME)
Li=
|Phy-Qat Ring / HC
WPE+RolonKE, ke,
VcmA
KeKE o-S
KE;/KE o5 S0%. 0'6 60-67
ke
Lenarr sc
"Lcoram ot a line ponalll to
azio throh centact poial.
MS
Moton
Dse /Sl
3:a
0-S 5 0
407 0-33 337-024 a4.
de
SS
67 071 71
Lirbs
Coysom'
Plondven
Leaorn
Drougltlio

12. IY,
NEWTON'S dao sl oyantt
Gf-0,z?
6RAVITATION
Re
gREGM
3
Asod tont
hagt
do<n<SDhn
untuo
Voniata - Rott'd fasth
ac" deu to fauy =343
%Earth
EouatoY
9 Shape
Spucl = x|Z
no soct op Rotiouirg
GRAVITARONAL YOTENTNAL ENEROY
343-)3
Pole
497
FsCAPE VeLOCTY =|akm Eavt
|oa2g-2apre 48kg Moon

13. GRANITATON YoTENDAL
Poteital Dut
to Callbd"
Sol
R
V:-36oM
N:-aM
R
Satd0to
KE: aMm=
-Sraler
V=-GM
R
R
Kspley's daud
Satllty v31 kow
.TE -Lont
lolay Satl0ts uodo nl polo
Te 100 ins
" Oorke 0
"Yyront
+4 db
PoAY1 v KEJ
|IBEl -|TE)
Boundd TE ¬
I6Epsintmas =GMa
*coME ’ Eocape boct
Lretet io Pott
wwot to Fast
SatilaSt
KÉE, PE TE’ Cod
Wosk =o

14. ‘yoadding inpuzlio /hamnhiny
Comprsasib0y
ElotOv2s
3 1ma
Shain
CD plony -Ductl
ohotBrite
Stran
A ye) oint
B
fo
for Fid Avo
Fox Piucd Volure
Stuss o Shain,
HOOKs LAWEY
F AY Dd’f-KAL
Elonaput
(omps
Batn
SGzosy_f
Lo
Streso
A
-f
Taotui
londiien
-PV=(o"-
buou
1
sochoi
(ondilion-
ycome
L.
A
A
NororelSbuss Shain Qongjdudna)
aloty
Eladie
Rgain
dop
puldy
-Rulder -Aosto

15. Tndupmdevt hora mainal
Buaking Sbas
Buatiny foru Arua
dontad
(y=21to)
Theoraical’
-1<Os
F
chrain
|ongitudiu d
Shain
6
foiord / Torgu
Cono to vt
trst erUit
Rigdig
in Tosty
Elostie PE LcO
Eargy
|Evgg
Sbus
Strin
YStrein)

16. FLUEDS
Total Val
thoughat
Ex
uhs
ubue
Undid
foscalsda
Ousoau Jau hutt
AL
v1
Ga
KE e
ha>ho PE, >PEB
VasVg KEa>K£A
PE
ARCHMEDES
PRINCIPAL
CASE-3
CASE-A
CASE-1
-Fo +N
Vin
Nzg(l
Fe=mg N=0
K
Game
tai
Vglue
doaee
Same
(ont

17. *behar
e
ooucled
aamblee
NO
FOUN
TAIN
(gpit
da)
;,2,amRs
Jy
anga
* CAPPILARY RISE
(onlacAngl
F-E E=SAA
SURFACE
Kolam Vacuute
Gubbe
Doublg
PRESSURE
brom sw
aboorb
thaon
drops
SAT
R
R
tine
Visouy
(
o00
LR<2000-
unalady
R>a000’ tunbalbt
SRe-v
4$ToKES LAW
Remeld'= Tnatial ford
Visco u fora
TENS
ION

18. THERMALSCALE
THERMAL PRVERTIES
CO-f-20 = K-73
(0-0 212-3d 373-273
I00
C,R,e,v
A THERMAL EXPANgIoN
|AA-AB AT
|AVevYST
Sbuo
AT-180A
anl
*CALORIMETRY
Yong
L= 80r
S:hcal
L =5Ocal
:
0 ML=wT mL>wT.meeot
Tmiz =O
Not ica malts
At
Mosor
RADIATION
Miug TatSuaon CoNVECTION
GTpix = MS,T +4S,T,EC=mS
e= EPbcy
At EP BB1
-T
Rodition
mSAT M2
yY
* Appartont Youns kap:
ime
Q Sast
wT-MLM tu)s6D
NEWTON'S LAWOF COOLING
t,<ta<t3
foraion ce
O5.67 x(08
splou
Batte nann
Lwudman-fragz
daw

19. T
H= d= KATA AT
A
K
CONDUCTION
SERIES
AK,C
T0 K
L-R
AK
Li
T
L
L
PARALLEL
LA, K
L
L,A, K
AAe
12
Res
L3
L3
d
Solartonso
Eonth
Sdanlonla Gntnosh

20. THERNODYVANIsKIG
Thrmal Eg" Zoxsh do
TMa (oxt"
ILam (005
PATH FUNCTION
00F
ORK cw Acwa
A
-
B
Ta=Te =Te
STATE FUNCTION
ILAW
isofa
Pelitropi Pross
Erparion 3
M
D
3T
P
3TaR
T-L 3T12R
|TNL 3T+3R 3R
Gay-da Chaleo
ioOchoiLG For Do V
Cv
lompesai ong.
w-PlyV)
18/2
LCY
5/ -|-67
Jpie= ni5, +n,52
Bali'sda
AQ=
(Sa)
NoT
POSSIBLE
TI
Alicbth
(saddn)
comp
Th

21. *CARNOT ENGINE
Q2 T
Lain
Tanbom eotion
· idanticel gab Molaubs
Eladtc lollijov
KE T(ouy)
HEAT PUmp ) =W= &-&z)-0.
KE -3Pv
Ti ,5,T; + 0,62T)
RT
N=NKsT
HEAT ENGINE
3RT
W
viVAMS
m
Kms
(T>T)
Sink
= T-2 =l-T
Ti
VgoMs>AaVns
T2
P
M D
Tnput
REFRIGERATOR)
1
RNTA
T
Voasso

22. (A)
-A
amar
-A
Qaoe)
2
A
az-Awrn lwe)
2 =1
a =1
Au) A)
(gditoa
for SHM
-
T= ST/12
(SHM
Vmaz
a,foo
K
VaaxC
Foraz
Qmarc
w>1
ad " pin,09*pown 1
A
Gricdi -boWaton-V;bralSHM
PE4Ka KE-,K(o1)
min
ENERGY IN B-4-M
TE = KA loujant
-A
A FREQENcy IN GH-M
EVERYTAING OSeILLArES
n
"KE,PE, KE-PE Ta 25 KE-PE|4 45
t9UPERPOSITION
L:Aoinlwt.)
edor
No fauilione A.
K
PE= KE
tand' Bo
A
A4Bcorc
Fs(ot"

23. 43PRING BLOCK
SySTEM
K
Tsping
olut pf cont
T 2TM
J9p
* PENDULUMS
il lonpoan Rndidan
A* Darnpad Osciloton
A= A, e
bmtotad fina
F-k b
natual fguney wo

24. Cotola SCax 1.bt)
E'Singk Haxon
X
+X
hao Umoz
1) y-Aoin (ot-ka)?
V)y-Ao lu)-bin tka) Ster)
Same phas
boflot
y
Sound oux
|L
Contut Pistucu

25. y-Aain Ct-k)
Inodt
Rildd hex Reroctlwa
ane
y-Ainlotk)
bome
Y=Aonlke-u)
Bore
A'onlot-K
Y-Abinlottk)
Statay
"@ tinust, all pastio too rody all potal
hayr borne phase.
(0-19) Ooooo
Statioray Wae
cmptud
st Otone
Y-2Abin latolo
distnbeo tu
hod fodivodo
Sdouty
Dtaorat
Rnd
-Nodg
OArtinodo
201P

26. oing'
topin
"Dupppekoo wun
SeouÙvel
V²Vs
oledobotnal du dojeda"
e=06rndufoypp
t-Qay
(G:f:f=1:3:53
Fndrob.
stalen
stoövtoo
OPEN ORN 1PE
CLOSED
-Node
OREN PIPE

27. Unge
ESX
prusent
xEldic
tondutor chee
-KQ
tan, m
+Q
+ y-a)
+Q
+Q
(one qzis only)
Lrais
t
e
-
dao
lovonad
Crage
d
Jn1
-
Fnd fi?
&inganiant
)
K
Ohag disegra
k-exio?
(olouobs daus
lagtoda orgula Rodiuy
+ (onta ct
m c
-
Scaldr
addi
tion
Quantige A(0-ne) Ce
W6ndiox-
9Trducion-’
squa
opoit,
aom
ordat
Mealxo"k
3ELETIROSTATICS
filldius
A
Gauduie presra ehayo

28. u6 o)V
al
(E atar (Ejn 2
Splae 7ugivdy
Setid Spkee
Kellw Noy Hollastonl Salrd (oud, Splee/Gghdr
Selid
Dulau/eut
E
Mallo Nba (o
Hako pofou
Appicaion Gausa,daus la
dm: lo caian
PE
GT= 2
Stuikig
U:-PE
Roov
U= t PE
¿=PE
O0-0*
E,E, 0
1EaL
23
I.
)
F=g E= 9E-LoabxG *MotoN oh Chag
*Dipe
Morant
a,
:
froneo
we matir
'fore
Who
poivt
cho
vglo
Noy (oud.

29. G-3-: y Qaud Stou Brdg
d
A
K
CAB?
Busy o2
Ousbide Eo
Ejust
-Wiu
VaeVo
R
ugual pomtiel do.
Case?
Cavnet onlop sachoty
Ento Eivd=
DVbtuuM two polX$=o
KEgipotuntia
Sulad
Ele
trostatis
Conductor
Suy 10 nn-)
*
=t KO
* Potertal
Due
to
Chag&
Ve
Ko
Bodies
Vodpndy
along hil8 Line portiad
tont
de
dy
dz
Fdu,
(+/-io)D
ELELTRY POTENTI ALE
’
VA=V
Eavthiy> Von0
Du
to
combinat
lon
of
Usges*
do
o
oss

30. Ks
Kp=felA,KitAeke)
KU.
U./K
Fo
E,
E
E/K
0bdic lomb.
(o
Klo
KCo
Klo
SERIES
Combinad 'ol Capacitoy
PARALLEL
Chaye
tt
b
Tk=aTioL
2
yindoicol
Sud
2c
2
V=
CV,
t
CV--*
Mn' Yxns=R
Cxn''=c Rvc,u'
C
Sama
o0x0
*Choring
o
Capaettor
*
Conbinirg
Lapotov
ac
E
* Sphoical CapaciloY
enoity 2
P=Eargy
Q=coV
2 d
hop!
CAPPCITOR
A
faallil
Plati
Lapaátoy
S
Capa

31. Ohniodau
,
Aroo
-(o)
Dschag'y
E: mI
nean)
Btoy Viot
lo lo? los
Fe=tE
Ororgp Rrd
lo' lo2
Block Renstone
looun
(odo
bov
(aaoy
ruttoo
Arnet
(R ope VI
ccudead -fuisfar ct
C)
Ruoistou (ondudn
onducao?
(adusor
|VEM1 Moco
-Died -
nol
sloy
(Jundorentat
Oho'sdaut
Non
Arrme
Ki Cwnt-T1-pt-R
(nap
Ohove lorductor
*yowolal Ruastana IA

32. <H
(ona
Reey
[P-Y
R>y
|P=vT-IR= Ve
t ttt2
-Apnalyrtan
Vz
taon Jang
battuga
"Petdaplus
Joçust
baod ov
V,V, Va
)kcLCunent daw
’basd or Chane
ononaion
orall

33. 6
iv) wot |Krun
tron vsltutu?
ott bdy
I-&, Conditiong -
Poonity
atwis
Pouo
100-J
Iis gtalo
(n-n0-ne
S=Gn-)
W W
Unkngonk
I-Ie
I-T
(ontcbo
low
btusen
UNOGmg
R
Anr
Voltoutr
A
Shunt in podl

34. BI0T-SAVART LAW
-lend1,
B-J.IR
Y3
iroid
B
arr
B
Binoilso
11:12
Jonsang!
OTY
pador)
Grcto)
pranit,
(0)
MAnNETICFIELO
BoUN I
aTRavg
B ,1 (oiresus)
)
(v) A
G)
v)
TT
Ao9pins

35. * MAGNETIC FORCE * MOTION IN B
Fe(OE)
fow cen orde
charg diun
opp tembg
m
TËee 29

36. urt
on uiu
tauodra
Boby Mognd
Iono 2
laoidu chais
MOUIVGhcO1L
GALVANOMETER
Vspane
AV
U-M6(eo
ACw

37. Bn+61
166-ds= sno
F MAANE TOME TER’T-2mI
CanS-Bu
T!
E
ans tand
dip.
ENd Noyt
Start South
560
N
Te RnJoe
OipOLE IN B
8du to BAxIpGNET
4)
forodu to
21
gro
MoMENT
aondsn lstoy * EAKTH MA GNE TISM
)
)
N
*E Line =Acstde ora dins
Mgolie MANETIC DROE
insie S’N
GNE TIC FIELD LINES
B1
S
BAR MAGNET
S
Khthasdio
COMPAREON
3)
3)

38. Li
pudi ndpndrt
aouso Jd to
2hich nagntrg
mogne malovlcon la prosnda
dieoreonlo'
poir e sys
Sugr
J
Mognte monett
fetanyneti
CAperdaor
4
Hond Iron
" S Iron -
eledrorn
nomagnii
dor ain foml" -maled 4
mofioy

39. *ØAGNETC FLUX
LENZ LAw
Husbreonoxul)
ohik it b jnduced
A
6on rord) (ond)
Ba
FARAOAYSLAW
Yrtina'e
Dalutdsef
ntand
(E=0)
NPO
Qtimt
21(-°)yz0
tioo
A
o Draw cuivt tinu qbaph ?
R
MOTIONALEMF
BO
RO
INOUCE0E
Bo
Prasua
Brprbila
froud
Klchestte (oYDIYU", Jop
/ot
Joop
Acw elhon

40. ACmvator Quor ELo t SELF INDUC TANE G 30LENOIDS
C
platr
cating abb
uducs
DEJonuping
(OMBNA
-’coou'rbt
-dngt,
A Au
L
Stotd
nt wcl?
01SCHARONG -I Thee
.lagute Enay
Jon
UErvay
dni =
indagrdn
IrondG-o,Tdudr bihau
MUTOAL INOVCTANCE (M-%nj) ’o-KJLL
223
Iiro
katga
TON

41. D in eI
Giit
n
Efoninlo0
loput'
Vay Tens2)
*yo narnea cardilion
voltay
Po
Lo.
mas
KE
PE
foitlon
eoafant
VaNay
20w
Ve
2
Sced

42. suct
EM.W
-Non pacnowirg) - N
Spudir
Bugous
PRogude
Vonude E,
EMWa
|Aglogk
TAt
Aeex i
Rad.
Fore
tev ner

43. -all onglu a DaDUrd f1om
hovthal.
S=180-2teoe
IRNO, RROO
-dock &otm
wbot may
n
S-340-20Cn
o
S428
I
E
S-|i-1)
Corco
Sign ongontta
-all waniet fo pob
along Iesbe
|ini eAin?
d=tpinlt)
Con
Small onijl Uirw2r

44. pinc
lous
SStedad-dyl
dodß to
Cgncaua
(ongx
Con ca ano sil eashae ao tonWX eroY
<<
ta lon
tonca
I
I
I
I
E
E
111 -ç oo
‘

45. Bisp -
6wS,wa
yostay
(uopa
U
Lypia
Sky blu'? AoJatt
at Sotal
Blu 'disafproY
)
puwproas patefons

46. aT= =I
Boceio
propo gat
Soim
T
Uynt
(ormion bngvt,
Must
’be cohe
>rollelstond
pant
(onatudDst
(RLA
GwfroConzns
Sous
ha
|:22)3angle
|x YPSE
VIBGYOR
er'=,(le (00)|
(asoands
D
cBF
cerA=tlu)
D20r
bola

47. UPL
3roy
a
Clanng uing
07-anino-ph-)
I Joor)

48. fadopondaLs
disn
Dodatia
-laosk funotion (ov)
’Piitom lPgy do pull
(ondtiono doy PEE
olluginuo
ba go ke
Satuwot
2
) PEEictudlaums prccig 6) e
kEol
Vo,sVay
|*Dilardalie Moftor (aus
Knobit hao n-waua
(?T KE

49. E kev
ComgtenE{set
calldion
CONTINUOus ey
|KEa hc
no-o phatond alcovcns-)
5
utondatia
)'Erv'ssion
(ht)
(El)
(PEE)

50. 4honoon Modl
-Dresbark
-Va
-Voorte
GSteienay3
kuoy PE=-2
TE-13-6r
IE -Iovia)
TE:26
|=lTE -13"6eV
ke
n73-2.) ES -’ TE -1-Sle
n:6-ShE5 - Te -0.32cV V
Sotr
Spocum
Emssion Sprchem
loschen
bractt
Vant
2
avtuv) Nuds
aonis
|-234
Visibl 2-S
3-156
6-784
-Doanbacks
XNOeMn
E
ssckor)

51. 2 Ate No (P)
VoA
Nud
lam Uxc= Q31-Sev
BE AM
12
BE, > PER
dmet ronouct
Stabe
(onsrot
(ontral
bt allo o
Nucen
Sane
Fa atoc
Srors
Mucllar
Jotabl
01-0ga
by tonard, Mba fae isettad
s
Natuu
opudy -botele B-fartel
phston(e)

52. "Mos N= toud
Charx, hass o.
de
No
Urctabl
Nucsi
:1):1
(:3
Nue
Nudi
Umtoole
3
Sabor
Nueli
tired
Y-wy
davgnouo
2-2
S6
Kuoy
sa
A>20,2 >83-N
Xa) L
Sornat ion
’2Mer

53. da
9, (r|<I’Sum=
aynl
Sn alle/a-)
Yadio
RU
(Som
Sie Coo tan
360 GO
0304s 60'o 1ao |3s1so 80
o
u37
S3
tan
Din O-0-Tano
QUTSOE INSDE
, ,3,4,5...
Ginooual
tepusior
(1+2)= |4
’ aa b
’ Poscalo Tiangl
(ondinal ueety
Mid poit
Tat-)
Distanu Sorulsa la,-z,)"a yy
-| to
atd, a26, at 30...
Slope> m yytan
bor srag iw slop (onota nt
Nugati Slop
-0 to tan to t O0
yl2 -
2
Zro Slopo-92 0 fe aolo
iptr m
Jo uvge in ope a yay.lale
puind, tongat
indaand
DIsTANLE rOR MULH

54. Dìn (A*6)
Din (A -B)
(O (At6)
bìnAreo8+ DinB cooA
DinaB-onß (aoA
(ed co0B-bind sin B
Dina9) doinie
yaz'
Som
dee
tan (A»8)tanft tanß
I-tanAtanß
d coox -binz
dz
Yo A pin B coo
Mulipeaton -y-AG
Adlitien -yA-B ’A-B) -d dß
d tanx oc'
dz
bap
ya
MR
doaxdae
Sine 30) (ostto) oin (20) oin 3*0)
Sin (aor)te
l0000 (o1
+ log, a =l
Suga
-306 a0 30 -30 Sin Go
Chong Qumtionico
Stam(ot
lag ab Jaga log b
ou In
Ceotu
Te31eST -77-...
Jao chong
Bunite
ye=a-7y
Ezpon
Inlgalon
D
Recsagadar
Vpon a
Vanabl
bae