Physics notes for JEE and CBSE board student.pdf

physics notes for jee and boards

1. Units L Mea suremends

Q zn UL ©) Plane 2 Solid Arpa have
uuts but No Dimmstors

2. 6) Left Most Zus are
Cant

Fe A” 2? pi
Ve. wot rg fit

< Qs Pr Y

Deumol are Syufiot

24.4 —» 3 Hg Ugit

2401 — 4 “9 digit

i Ur — 2 ug digit

Signi fitad Frguñes 900 39

O AL Non Le UN EE l5200> 3 sig digit

o Diagts Me ) a

Sa flag (52:00 + 5 sis digit
®) 23 8 blu NON- 2903 Wo N
Arts. U

2 y Eh Er SONG
Be 2¢

re
>|

3. Bao da Na PE ADD) Ton A SUBTA ACTION

A O

143. 2 143-2
ca A one g4 937

UD) Dat 7S - 364° Qe

(43-2 = 143-3
$ MULTIPLICATION joo
Ui) “Bret = 5 ee No Y Least Sii
Sy S
143: 26) 143: sx 0834 = 2-54

+

X
Ir AY Ea «20

4. KINEMATICS PROJECTILE

veshicol M oTi on
~~ MoT oN var
ent
| |.
A ®
Trop
Te
$

6. BE Varios Forte
O
Jr doc fy 4g fe

We + Wag + Wert = sk

: Wag + Wert > AUTDK

$
A. Fiz] Ed Wave = Wark 0
É

W= F.d

W a
W- FA CBO ome
Lis racer] ,

7. N
CIRCULAR MoTio
ER

= MIN
Faz a

8. Safe Spad For Tarima BANKED RoAD
WITH FRICTIoW

BANKED Ro#D
without Fach

N = fre) Nanay = [Ry sted

\- MEA
Vir E

mes A

[FM tong

9. Vehcnt Cinodos |(ji) Sprue UN Bop
ee RE RER et AO

MoTiowv Ja TT ES,
a / \
LooPinG the Loop | Be
3, 7
SW
O ha y
a
ETS 4gL.
E UV) Motuow PE
ET

10. X A) (X, 2.

i? CN | Fam = met mars
A Mom Neon 209)
—>

Diem = M2 MLZ, +0 Zs
Mack Mit M

Also y Masses cao m Moht
Eno 9 Com y also im Mon

> >
A | Such thar

=> > >» —
My Em Ma com = MU AMAN MN

@

X, Myth My

Im = MX ty AM
ae <=

Rooms Moth te
mem +h Com SATA TTA

Mm, +My,

11. SEMI- SoLID Shhng

38
BES E
LILI LA

Hollow CoN E

Ls

SOLID CONE

SEMI- Disc

8

Sem - we FOL ne

ES

12. CAVITY PROBLEMS Disc with

ow 5

Ky x
Ky
Ke 5 AX _ Art
MA Km WR) (0) Hey
A, = Total Asana & body, hr AH
Fang Cavity WR TR
=

A, : Alza A (i by

13. 17 (Fret) u
Pa Pos = Costa
> =>

NE
ENT

m ZN VW,
Sy Tees
Before | af

2.2 Elashe (allions
ezo? dy Trelushic

de.
MM, Mr Y ble < | Posrrally belt

14. eno PEREMCOLA e
Mor PARALLEL Axis Axis THEOREM
~~ THEOREM LL

17. Ho LLow CYLINDER Solid CYLIWDER
T= MR?

I= mk-

(12,1)

18. MU Sim e

Gir)

19. 2 MR”, > u
2 H El
z (eR) pgs MÉS

SoLidD SPHERE
Umer | mor Abd ALL

R
5 Axis in Hama ve

Masa dr O

20. e

HoLLow
CowE

MR

YE
,

21. CoRQVE = pgime= En

22. ANGULAR

MoME NTUM

Tí _ (EN
=>
> Ä
4.03
Loz AMP

Loe APEHAD

| Lye b= Arba)

FixeD Axis

RofATiov
DES
Le

gr
“

Rs

Al
al!

2

AL

F7

2

E
“

23. MoViNG Axis RoTATion

BER |
= Ar Rx

Efectivo Mage a Vath

24. L'un > Asp = Bien > Ario > À ana Kr
s phen O7 SPHERE #

t id < ka 2 =
Se ada ~ tpise < ht € tain En
Cd eek SO

—>
ser = sk

26. G & AVI TATION
Super postion Principe
RE

= tom Ee
yo
AE
x $
\ Ay a.
Gz 66140 Nw ts
Forte Y wdifudos A

Me dim Bla Masses

27. J Vanatren [vv xp]
ee hR<<R

29. GRAVITATIONAL FIELD
Z PoTENTIAL
poten es

POINT MASS
V

Ty | NA
A
j
xl
| | EN

e. —
m Ty
= aM
ao
Can
ges
Se

32. Solin SERE

POTENTIAL

33. Este
VELOCITY

ia

R
[Vo Wr a A

34. KEPLER Laws

Pp
- Ÿ Aou Velocu dy =, de
9 N dt
ES VAR Lf hey
d+ 2 m Le
a a y? el
oS LES

35. A ELASTICITY

36. E

Shar Stress

37. ELasTic PoTENTAL
—
F 10% €) x Volume

Pr

38. P,=*+99H

runs
Pressure Variahm
a ee a iad

at
et

A qu
| Eg 2 he
Pea 6(q4a)y ee

hak A

39. BAROMETER
\

RE"
P,= £94 A
4

40. BUOYANCY

HYpeavtie

CRT 5
A A,
bi
EE Fi
G A, Ar h - WU qd hr Liq, AN es
INP O Net ubwod

ech An

41. For Acclersted in [ fo< f]

Cases
Fleas

Sinkna U (ar S A]

Sima

E

42. ¿loko Dia

SE cog Hie y
AÑO dV = Volume Rote CE)
d+

AV = À Y, = Av, = (otek
h (dt

Pr gue) 20 Gabe

it x For TEE mn

43. VetociTt or Efflux

Ve ET

Tz Pe

Rage 1g Maxima

44. VISCOSITY TERMINAL
E an VEUT

fv STOKE

AER NE
LEN

af a A =0)

= 7A av u |

We loefiüns RN stos, Le
La Char sd
| Poisumbies NS

45. Poiesenbie Equation

(aes
A — Pa.
ee)
Aeon
NV TAR
dt 8 mí

NES

SURFACE _ SURFACE TEnsion on

46. RS O N~ dro Exc Ess
pers CR ESSURE

O
gent 00 “À

AP

P, oMlavı- ÿ eden

47. LiQuiD DRoP

AIR BvuBBLE

SAP BUBBLE

48. CAPILLARY PILLARY

E 25 C8 |, 5
o ex Aeculaaded
6) LES take

Az en af

49. Teme

HEAT

SCALE
ANS of Division

us

Laztiltt<oT) 3x)

A, Ai Ci+687]
Mas a Dr va ES
A - 4

[awl

Li,

Le, a

las dite

Lithe

50. HD sem
ak, ot
glode 100%

51. some Are et Resisten le
R
K > Coe fiver ¡vit

Lis" le 1

+_- AT] [AL - KA VAT
A | ahs
Re dt =

52. SERIES PARALLEL
m —,

Ir = San AT: Swe

Toth
Poo À
Con: aba) = “Eon

Lada ¿AR
SANS E ~

Kit ke

K LK Ll,

53. Time Im WMA RADIATION mh av,
Lake frees E Emmisive Powe, AR At
[IR]
p AV
BE
AR at

Non- BLACK
BLACK BX —=—

BoDY

Ter S mol =
“rab
;
Me Da ptr of Lal e= issih,

54. . SpeckoL Emissive
To = Suaromobing Per Spe Pott.

55. THER MODYNA Mics GAs

Meom Free Path eee
——————— Va © - Avg Shed | À > J
Ann
ann d Vavg : = ie a {
N = No y Moleulas fat
Umit Volume N
Amy I Root Meow Sama

dz d amo, of Mobunk

A 1

N

58. WORK Cy bre Ca 00% FIRST law

ta
a Le

Nerv
V | supAbied
5 uk 2
M VE x \ pase d a AR : 18
Ve fo CLW u
q VÍ = w=+ve Ve fos, ACW

o
Hest
\ Y Wa [ Mas) Raeuka

59. W o D +- Constat
ISo-CHoklc — cb PV = Costd+

Vz
Wyco- gare © PAV it + Va
W zcotueemar = MAT aka = MAT = 3

Hahn = -AV= Rte 4: AV - Au

60. ADI8 BATIC

(C Pe = nCe Am

MA ML

61. PoLy TROPIC
PROLESS

Ley” ce]

Ea Cy + A
Ve

ENTROPY

64. Xz A Sin(wt +7
mP ¿o ¡a )
D 1 . too,
to ++: ASin (wt tf)
Xe A Sin (wt B)) "o exo Par (utka)
Za \

t
\
| \ !
1

®, + Tritrat Phase

65. SHM of BoD) ES

66. = 2K) MA
J K

Se
Ya Me M 2
u ehe:

67. SIMPLE PEnDuLum fa
DIMPLE TENDULUV
EMM
t

68. FnYsicaL FewsiLun,

5.
_---€- a Te an ey

D T= mol abn Axis
— = =~ Ls res

Ber
Fram Com

69. WAVES
Vv
ADIN, ltr
+
Wi =

70. T= Intensity (Ie)
Ve Lou ty Ÿ Wave

_ T _ Fe ¡q are
om stated == | [T= 3 Sh 0 IES
Stay

z
Mz Mass pa it O
(as LONGITUDINAL
LE WAVES

Es aX . =
Ama | LP a Pe Sn CRAN

‘| Pox Max = RAK

eN Passau
ta B= QAR Modus

71. In TEwsiTY of
Long ok
Erz

- yu A7
Te if

72. tlt ined STANDING ME
a ONE Enp Resomamte Columv

p eect > EXPERIMENT
/
OR

que | EE]
FN TR)

MEN; 2,3. Nils,

73. BEATS
US,
oh
Se het]
Filing + 4 P
hava $ y

74. ELECTROSTATICS
CHARGE
Cou tombs [Aw

Nelly Wo

Sfar BE,
Laut & Comer

À C2 MO Sie
Comllemb

75. Kz Ex = Dieleduc (ak) Y, z DS Bols

oe I. > Bemsily of Lidl

76. ELECTRIC iKe
FIELD Like A _ A
Ta
E ES

ot ee e
ENS) Poiws ( Bl)
UNLIKE CHARGES

Vecte, Baath

77. — E=A8
y E qn
V= RB
<=
8
Y In v
E Sign must
-8 be Takon
Vz aka

79. Fr
eL
D
_Hoilow SPHERE
olLow SP
HE
RE
Po
T
EN
Ti
A
L.

NEL
¿RE
| s GG:
Compo > <
A
ke
A! #

y,

80. SoLID SPHERE

PoTENT IA
Mane == .
LE ka
2R| 3 A
Rg
Al

81. RING

SEMI
Sir

IN AY: 4—v
a =a a a
PUR -
Dr E:2k ET
ER Rin D
OATES Enh e .
Tr

82. En E,= ha | Sin K+ SP)
d

En 7 1 Ss
JRE [Eos ba Lard rt)
# y o
/ 1 ‘

84. POTENTIAL

ENERGY

Fa Mult pe CHA yes
Take ut pres

AVE (av RTE] 3-3 TEE |
Ex

Can

a teh, yd co

San e Loge
Must Seen

AV - Wext
Vo

85. DE = Uniform

As.

I, lav qm E ll coso)

\ Dis m
of

Ge \d

4 Es NON Union

5
ba

Ex=-dv

86. SELF - ENERO Y

L
HiLow — BR
Sp pure 2
Soul» ELIO

Di PoLE

87. E ! | EQUATORIAL Ent
an 31, pal
ae E E 3(x0+]

Eux AP =

89. E =
_ É
b= E A Ces ©

E = Non -Uait dn,
7 fe IR

Gauss LAW

90. CONDVL TORS

P

91. CAPACITORS
A

ze Bscv/ PorsDll Pine, (c= sé
qe
Ge RR,
= Tsol ATED

S phos — |C=4rar

C Ze DIV | rdsin_,
ES

uti Gh

93. RALLEL
fa

ci
on Pp

94. Es Un balance

CE}

95. ke

ciét

An

96. uns

In Passence ES

Laude =P V = Same

In A bene

— QS

Fs &obv = Esby [A]!

TE ae Width af
AN

97. — CURRENT
Y Vos [E € JE
me”

€
For, Conductorg

tree Ti=>RÍ?
R, Au #1)

98. SERIES PARALLEL
T Same Ty Ry vor

99. Rz
a a,
A by 2 :
3 A E BA,
FR LR es RER + CRT RRs
LR ERA

100. ni

H = Pxt: rat ENIS = E

ye
R

ly Mi
ry

101. gor” CB im Series

ar Er Eze --.

E eg =
An, = Art Asie age --.

102. meter budge A MMETER
ri x | ns T, 1, -L)s
Di a |
Ta- Ty
LS
“To — a)
ne VOLT METER

a & Vos E (LEO)

A= x &— CIA
Q +e, Tot, | Vox ES

103. MAGWETIC FIELD
_STRM GT MIRE

N

at : Y

av

¿E b= Mot [SharQ
Vir d Ur
Moz UR Ky. Tw y id

104. Semi - Infinite

loe. CIRCULAR
a Coll
E ae
TE
©

106. SoLEwolp

107. SOLID CYLINDER
ae

Bias [MT &
Zeh
Granda Not
b Era,
%
A i} x \
NUE
(
A

«E

MAGNETIC Face

qe a LV xe]

Pia 2 vb Sins

Ge

eee = ©

108. wee
Qo

(ae

110. PARALLEL Cormk

111. MAGNETIC T
ABAD B
Mom En T

Tire Period
mol :\ Teer]
osulleha M

V- en
= M- Bz Mec

112. £:-4g
d+

Magmahc

cs = may = NBAW
(E

MoTlowAL
— EnF—
er

Os
És

L Va

EE
Serer

113. SELF LIwpvctiov

114. —— eae

Loa aad tro, L ads og Chon cha
L ack os She cht

N 5 At ti.
lie nan || E
€ cui ire
ay [ee
AL E=0 C Ak cS Shar chi

Fu, C pels où Alo CRE

115. MUTUAL Indutlonce
—— mm

supprHS.

[Lez isla 2m]

c= acs OR omg
AS pd
ne

116. [ost st]

117. SERIES RUC

Y T= A+ 4 Siw t)
For full cycle
La = À

Tan =|A +

118. Ze fet [rer]
V+ [xx]

Aw I
wa
A, © US À

Power =
= Vans Teams Co p

Cos $ Power _ >

119. At Som to l Cc ]
Ro am Ku
- = AL

AW al a A
ESA Bandwidth

120. L-c Oscillahms | TR AWS FORMERS
ta >

Yy

121. Em Waves
MAXWELL EgvAaTions

“Le = Dishlawront OL? >
LusAmt be dA = ES
Loy = €. db O) 6% ie - 0
dt s

122. eb Heh Ke M Moby Coba.

Eek, Sin( Kx- wt) M = Re fanchve Index

br Le Sin (Kx-wt)

123. Energy density Intensity [Te I

Robinho
Pressure (Pa)

Mt ~ 2 Es Be
“9 an | AZ la
5

Re Fa
a) (se

Ey

124. Los 2 Cry
[1 __
Em
Speckuwm Cv
v hp)

(ae
J )
ing e uw. y. 27
Ross a. —
VAN a
AR
Mia
| N e— Rad
\BoYo RA |
î

( Udo
Mm) E DO vw)

125. WAVE OPTICS

Eo Cons tanchve
co MATARO
Fa = | AU + Az + 28,8, Cosh

Las T+ Er, 2311, ==

20d)

520,222. -)
[xem (£
F Ur EL

==,
Les dy, Cor AL

126. Destauchtve
pe

[a$:ev-) ñ

Un=1, 2, y 4--

2
LA ES

110,9 )

z

vi

Aia = Aı- Ar
ES
14 TI-1,-0

127. PSE S, PSP ]

ast Assuphm

bere.

ZA Assujpht»
Yala
A kz dkengz dy
D

128. bai Prima | DARK FRwGEs

4X= mA AR yA
dy -nA 2
D -@r-)AD
| y= 748)
N
Nel, 2, a,

(nz, Wry 3-)

Ber img wid
+

129. XDSE m water
par I

A sed = Derr
A

ß — dec
Pattern Asumks
Ny Maxime À

Mina mc.

130. DIFFRACTION
maxim A

“Ne Ic =

Me Le, 3,4 oe

pe it sl m4

131. Pe \ \
N ie PARA TIO: Ani a à wry
VU yy

Polani 24. mph | u €
+ Er ~
Es) |

—
Polop AO] Polar, =| 2 ze

Es à
Lo

Cia ESA

132. RAY OPTICS

Ref leche S= 180-20]

133. D NY Eevm,

Y obpect No of Trogs = 921
Y nu oda

ETE ENS
No Y Toys he Nees (
Ford Be Lisectos
N= 360

= M1 T, ~
ERE

135. 7%
UY

¿S
SEAS
¿SE
mA

d
Lak
al
= +
US
ar
- x

138. COMBINATION OF Uns

A

139. SILVERIO 0€

140. At Min Bevichen Y eu
as A, A Van Smet

142. Com Pound Mic RoSCoPE

Micro scope
Stressed Vist oy
IN = Be À
| lt]
Staesged Us .
Relaxed VEE E €
MESA TO À Ema
fo fe

Adgs
Relaxed visi

143. Telescope NEA

AAA une Vision
Om = Ev fe) fas de
fe D fe

Ls for fe

144. Ez

[Kane gr ver) = a M [Kane gr ver)
Era sv)
À Era ev] = [Fe = BE)

[P= y= BE)

146. kw

6 A
Vr 22x10 Z E mé)
ug!
Tr

2 (0: ES (4) Es
FBS 2 (e)

-e,

148. NWVLLEUS
>
Ans ME Defect

AM = Meaty Mobsrwed

ane
I

= Comstud Eg = ame)
AS H ane 4 amy
Kal EL = GUS men!