0% found this document useful (0 votes)
21 views14 pages

Deloitte Tech

The document appears to be a personal introduction and technical overview by a BTech final year student in Electronics and Communication Engineering. It discusses their educational background, technical skills, and aspirations for a career in a reputed company. Additionally, it touches on various programming concepts, data structures, and algorithms relevant to computer science.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
0% found this document useful (0 votes)
21 views14 pages

Deloitte Tech

The document appears to be a personal introduction and technical overview by a BTech final year student in Electronics and Communication Engineering. It discusses their educational background, technical skills, and aspirations for a career in a reputed company. Additionally, it touches on various programming concepts, data structures, and algorithms relevant to computer science.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
You are on page 1/ 14

* o t my name iS

qoo mowing sir Imaàam


tNagavaju PaatpaIf.c m vom visayc.da
am Curentt pUCSulNa. BTech Final ear
Fmal

n Electronic and Co municaton engineeving


at RavGandi tunuexsit of noudle doqe andd

TEchnoloies ongole. Alonaith my Aeree,


Shave Cbmpleted Pthe ,
SeLdete lurees
es.9oesFed various pxojects in
on

m Colleoqe
which Tovided me o
qreat
decl of technical eosue
alenek oith the
impoxtante of woxting in a 4eam and
h e ualue o
client otofectio
m 6trenths ane am a hardcoorker,
Selt motuating erson
m Shex erm 9oal is*get i s b
a
in
xepuhed Cem pany and ong tern)
goo
is to achieve geod Position heve 2
Cam build mu
a\eexa n d
help ne
oo
a qui CR eamer cnd
believe
in \eamin xo m my pos misteEes
Cmd e pesie nes

That all about Yme

hon
ors

basi C
ConePT S o 6oPs ce

nhe-xi tane
EntaPsulayo
P mor him
bsTsa(hiov

encapsulatton. efess to he bundlinq atributed


ean methodS inside c single class .
RKeventy oute cleses from occessing on Cchang
attbuTe S o tless This clso helps
metho dS o
to athieve ata hi di ng .

ol moY PhismaSimpl means nore hon one toy m

The same method o>r opexa br o obieltt) ¢nti Con

PerPovM Rfferent OperahoNS in differenE Scenarios

Abst roCtion
2shows essential attri buteS
Cna ndes un neessar informoti on rsm ht
outside. mdes the unheceesa &etai l from

The ulerS

Inheri onte + meanns acla4S tet inherits all

the method Qnd ProperHes rom Cnother ctese

the class beine inherited åtor arent clas.

from anstht Y clus child class


the clats inheriS

REDMI
Al QUA 10:4
OO
whot is Ptherm
rpose
htyh Ievel iner reted,9enereu)
Ptten is a

enexel- purpeO 6e
veqramming lanquoge. eing
build amo
a m o t anu
be used
, t con
geee applicoton th the right toolS/ (brarie s
obue cts modules threads
thon SpporS
automoHC memon
cepHon-honding, and
meuma qement whfeh helf in modellia Teal
ooId oblems on d builaing arplicaions to
Selue these roblems

fass represer ho opercttion în


2 Fewerd
ued for tne purpose o
Rtho ) TH is qenea
Code Chich may
RRing u empty blocrs oP
but has e o be writEh
aete dusing Yunaime

uteà To Te?xesen The nSFance oFthe


3 6e is
clots ith his e attrtbuhes
ou CUY aCce ss
methods ne
oluss in tHthon Ir bi nds
ana

the o t i butes tsi the 9en argumen S

is ConrutCtox metno d i Putho)


--irit- -?
and is cu tom aH C a l Called to allocete memo

then o neus biecF/in Stein ue is CTe erhe dA


-init- metho d agsociakd
casseS have

toithnem. + helfs in disHnguishinq ethodS


and cmYibutes a clasS Arom lo Cal ariables .
5) DeOrcuto v*s functions thout add
esse nttcly
pece in PHthon toithou
cun eisW fanCtiorM in etho)
funch oroli t kunCHon tsel
stuchure of h e
ohangih9he

nem e and
he d e c oTatoY-
ae sERTesented
The
bo ttom-P Reshion.
calleà in a
e Ct
tie s in t h e
beau the ecDators
The
to tne utput o
That besi des adding un Cionaltt
axqumentS e
the metto d they Con even ectept
n c o n itsei.
befoxe ssinq t to he

CheneKators
uncHons thect etun ean îtercble
Generato rs ae

iem$ one a Hme in sek manner,


coltec sn oP
us ed
to Cxeate 1teratorsS
Generotor S ane

Pferent cPProach. use f etaFeyuoor


xeturN C eerato obic
athe than eturY
S
Ao stove on
Dado SucteE Dctho SAxLcttue

that it Con be (sed efEicient


cta So

menOY

APpicationg

Decision nmatinq
2) henetics
) moe PEo cesS I q

Block chotin
5) Nume ricou and 5Ba HsH eo amaySis

C Compiler oesia
Oatabase beea
Linea - in tnis ata ele ments
aanged sequenH al(o)
ineasu whexe each tlement S conected 4o h
euious oumd edt herest elements

nted lis, Seck 8ueue


E
Nn-linecr n tmis datoa elementS oxe not or
range d ineasly (or)
Sequential

Shock Stac S container


in cohich imgexti on ard
dele tion Con pe done rom
the one end thouo n as dhe

AoR of the BeLck. PolloDs


LTfO Princi ple
Con Bouns tTof eointe
opexakions-
1) push ) - 1ncex on elemen in Stac

2) p o c ) - to delete an elemer in sec

or not
empt
8)isEmphg)
ull o not

etuxnS the element cat he


5 feek () - qiuen eositio)
Ao tal no o
G) Count) Yetun element

() chemees the element at the aiven positie


Cheunge
-

disPlcy ( inrs all elements tn StaCk


ueue A Queue Can be defined cus an ordeed Rs
which enables insext ope vations 4o be Pexformed
at one end Colle d e a and delete OpeTattons
Ao be er foxmed at ansther end Culled PRoNT.

inciple - F I f

Enqueue
Cinsexon)

FvonE Rear
Deaueue

CDelehon)

rrcaiony

Breodty i i
-

Search elgor Rthm


) 6
Centres
Ins Coll
2) Call manaemen

operahinssenn anating inertuptS.

ineay eue
Operahtons

enauee addS element o he rea end

semoves on element eom ront end


2) de queue
) isEmptt re turns i The queue is empty

)Tear eLasAsae e queue is empt r ese flse)


euns tme eaYeemd element itheat semeingi
5 ront
seturnS the ftonr en elementwithou remoui n
YeturnS the stae o t h e aueue
as he
Cotlecion o
Axvas ane Aefi ne &

SRmila pes of doto tems


Store d at ConHuouS
each daa etement
eeme on
nt on b
memoKY o cattens. in this
6 nomber,
nde
Xandomla attessed b usinq s

5 lo, 15,
20 ,25 5.
CNTa 53 =

oesations-
etemenrs o the array
rinr The oll
DTsa vexsal-
ad an elémevmt at apatH eula inde
2) inse stion
an elemenF rom a Pasticular index
delete
3Deleion
elemenF usin he iven inde
Seasch an
seorch the eteme value
oT b*
- pdate an element a a particelar index
5) updare

O-aYee
seeme n in conRgouS memon lbations,
arra Stores

accessing hem using a


single index Vatue

dabula aXr hat ncud es rouoS and eluTS


2b-axa s
ovqniied a s madrices)
and Store dota

33

2 24 36

2 3
sD-ar s a
atid dhat ha s otOS Columns and dt

depth-ix index
2nd
3d
ineed A tinted Rst is a ineax s tha nctudeS
series oP Connected nodeS. 1 deeined s he
nedeS h a are mdoma 6toed in the memor
A node in hted Rs contei ns too ats
ics s
n s addres s Part
aRointer fo the null,
Las node of the i s Contetns Tail

tu &oO ugoo 5o00


uaoo

APPlcatons
and qphs ace mplemenhe d
)StacE 8ueue bina tees
nemaemeent memo
2) ynamic
3) Pound robin sche duling o S.
perahon in ne m brocuse
Poxard nd baCt ward

s callection o an or dered
)sing -inbed t the

Set ep elemenrs.
tinted is S tomple p e oflinte8st
2) Doubl
Poinhe to the PeviouS
Conteuns a
in cohich O node

net node in he Seqe n e


as well aS the
Consisrs o hyee p a r s
A hode

hode data
LPoinher to the heat node in s e q u e n e and Ointer

4o he preVioug node
tecd

Pe
3) cry la sin3 ned in a crcular singy inte

tfs,he as node o the tist ConoinS poinher to

the Pixs node o the s t

circular \inted l i s
u) Doublu crtla lined list is moye Conple
P
dsin wh fch aho de Con teins fointerS previouS hode
circular
tin tedd
doubl tinte
Ahe ext hoàe.

doesnl E ContoiO NULL omy of he nodes. he log


o f T h e HYS node
ontcins the addresS
hode oRth e. ist
ofthe list. he gis node
ofthe isalSO Conteins th
in t eviou S POLne
adoveses of the lag no d e

Sxat
DATA DATA DATH
Pev

ymphotic anasis of an algortth


defineS the n-time petfomance as per ts
hothenai co boundatons, istmplotic. anass helpsug
articulate the best case (omeqa notelHon
-),avevaqecos
neta notatiovm, 9) and udors cos eBie oh Notaton,O)
pexfoxmande alorithmn.
. m p l eynenboHon
hashmap ha sh map uses an

hash table ota Si uctu Ye which altoco S actesS *o

conStant time (oC)) Complexi h f you hewe


ata n
Ane ke
defined Cs a

oto stru Ctttse ss


Tee
nouon
5nouon cLS
cus mo àes
noàes
ties
Colle Ctton of obiects ot ent
o s inulate
Simtylate
o s e p v e s e n t
or

nted Hogehex
That are
a ve
S i u t tuYe cs
h i e r a r c h i c a l S t u t h e

is o
hie rarchy in muH Ple

elements in c ee cxe aranged

evelS.

vextHces
asroup o
Gaph Aaaph Can be defined
these vertice
verHces.
used to Connect, these
ConnecF
cand
and edges hat ae

Axee jwheie the


sheie
seen as a Cyctie te
Cctie
can be
h xelaionship amonq
r e l a k o n s h i p cmong
complex
maintain any
Vertce S
relaionship.
Telafon
penent child
aen
the tnstecd of havin
5Datobase daai bese is CAn oxganiaed ollecaBon o

data, Stoved Cand vetieved n he fom of dethe teber

a n d othe r foYm
Schemas vieuoS, VePox r

whRch is used to
pBmsDBM Ss The So tuave
dalci base
nanage h e

manoqement SEm
P-elatonca Dota ba je objects
RDBmS. in dalabase
is Stored
RDBms date
The daa m. collection
oP relate a
toable is a

elled tables A TOLDS


cC and
consists oP Columns
emrieS and

OL SAruchued ue La9 uge.


database
Telatonal
tne Sten das languge Por
monogement Systems.

L C o m mands d a t ebase,
b
Pom a
datoa
exttatts

)SELECT datetbase
-

daa in a

UPDATTE
updates tatavom d a t a base
2)
deletes dota base
DEtETE datea into a

3) insestS
he

Into-
4insevt

dataloodeC
Yeches aneud do bage
Caeare
6) a daBabase
6) Aiter dalabae - m o d i h e s

Creates a hew table.


ttible
4 )Creote
modifieS a table.
able
8) AlheY table
delete a .

a)Drop teble
an inde SCarch e
cneates

(o Ce oite inde
indek.
11) DroP ndex deletes an
select dota Pro m a

)Select Stettement is uced


Se lect

databetse.

where- sed to te ecord sS

Select col, Col - - -

From oble-name
where emdihon

Setect cell, cDI


Tmtble-name enditon3--
Condition- and
uhe enditon I ond

OR
Selec coll,Col
Psom table- me
Cenditio1 oR orditon3---
where dion ok

)NOT
Seiect Cl, Col
ono oble-nom
here NOT nditon

Co RoER By his Feycor d hetesuliet

erder
astendinq
er
de scendin
Col,cola.
sEle c t
fxom tolole-name

e l t , telz
se OESC;
Oracr by
used to sert neud eord in a+sbt
NSERT INTO statement
(e1,(ol2, -
nsext NTO obe-name
values (uatuet, a t e ,

)NuLL a #ielà t h utL olue isaield sith no uslu

Stotemenf is sed +
modf e esting ecetds
URdote
+alble
update talble-name

coltvalu,
Cl= Val .
Set

wheve ondito
1Dete te Shel}eMe ne S CSed to delete exising secord S I0 teble

Delete Pfomn Actble-name

conditfon
twhere.

n)min - Ahe srmovllest vaue t n e seleced


u n ttio) *etuNn
he min t)
column

selech mino1-name

from able-noume

uhere Conditiorm

Uale ot the
netuvns the arq es
mAXC) fancHon
The
Colum n.
Selecteda
name)
Select mAx (column-
etble-name
FRO
twhexee condiion,

YoCD 5 tmau nartenes a


o
me no
13) Cot h ) ett S

Con di Hon.
Spectfted

Col umn-name)
COUmt
selec

Aable-name

Cuhere
CondiHon
Ualue o c
e tuNnS h e CAy@ae
MAVnU) unchio
numeiC Colum

S-elec AU (Colum) -naumme


rcable- n o m e
FYon
whe ye Conditon
q
funCHOY ehm the t6te
um o
15 6om)
n umevMC Cotumn,

Som Colum -ime)


Select

FXom able - name

wne ve condi tiom,


EP-mede

Dotye Eini ion lomqee.ce


t)PPL
CS m memdS

1 creothe ouetpCu{C
elete obue Cfs tn abebQ

mo c y scthue o ne d

emoVe al e Coreds o m er eible


he Acta cHonany
Commem(
ead So mmeñste
YencUm e
eun obiec ei SHnin
me dc labase
6 ) Pename
mani pulalio nlanga
2) DmL
1DinseE

2 da .

3 delere

Deaa pntxo\

)DCL eqes
he a
Asey
atcess V
rOm h e user
ixeun bac pemi sSio
seà to
e voFe
Con h o

u)TC TKa Sm CHo


Co mmitS Kansaction

Com mit e\YOY oCCes


anS acHm in coe an
y ollbaCk S a
)Rol back
olth tY CtansacHon
sef a Sctuepoin
3 Save poinf

You might also like