Table Of Content(0
Sanjay Hishra
PEARSON
Fundamentals of Mathematics
Trigonometry
Sanjay Mishra
B.Tech ttt)
PEARSON
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Nyda 48 hh Ra le a Sed i 250, Uc ae
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sb Tesoea Chi, 0 113 Tea Mad ob
Fe Me, O39,
Contents
tdsenenes vil
Invsstson 11
PanieCoveers 11
(Qundrets andes Sgn Canecacons Le
Sige Comer uma gle Tn
Posodiiy and Ponasie Fanetons Ls
+ Peopemes of matey
Liam Fine 8
rupees af tvrm ttn
onus Fraction 122
‘rigonerrss isa Phew Popes 1
+ Senstt
Trigorsmotic Ldsncties 1.16
+ Syhasanan imines
‘niga ain of Some Sts Ales UT
= Trigunoneivic Raia of 58° «Picea: Raia of ont 0
2 Tigunmetvic Ratios 0 ond 90°» Sa cand Paces = Cin and Ses
D Tavrand Cats
‘rigonnnetc Retin for Alig gles 1.22
Uioucneine Hlnasol fe Chan Pena of 21.26
Inter-soncesion of Tgonemse Raiot 1
Foran” rgpmmet Kaos Girnsanmal gl
= intrnptppicesen of Sahai ofen ingle « Sam san Oerena of
Tange aed Cotangents Cams onal hore ts Sed
CConesston Fomnues Su ints Prods:t 1419,
Thigonensi Hain actury nf mason Vins Anghss 1 al
Conditional deotines 44
Appeation of Togonow:cry tor Eurunaiog Viibles 1.16
Ssivuae a Vinay Valse TigumarvrioSrione 188
Arphcalin of Teosy 0° Equi 1.53
+ leptoononeaaned 39 Cwatrane signoron
Asplvalion Os ng Traoumalior Payton 183
Prowng ignsometio Isgualiss 35
sensor > Panerai Maton an lvguatte ct
Apphesatons + Dowson
Srorttion of Seis Crane ew Cava Ags Faas
Sino gle Fe
ing S%
Come of Angle Forming ar AP 5%
sgpheuiau Cages Serbecs kr Su Lngeane.as Secs 6
erles imi ring Nhu of Lief The frgls orang GP 6
‘Mutiptecholee Questions
DOhjsative Sev Faw pes
Subjetive Sales Forages
Tov Fsesast
at oa Soitions
Crapter 2 Trhgnanetrie Equations
TWossation 21
Triganmer se pais 21
+ Sohn oftrigononeire Soustont © Fartoukn Staton © Frnipat
Kaltnors anna! Seton Tevmnd Solon of Eqaotre Selb
Genera xiao af Eyton Lan
Teundert yuebons 2.15
Anypectan Pointe Ramsnber 2.13
= Cason: § » inti: 2 Costin 8 {Doman a
‘guatoe) «Gaston: 4 oot Loe tan aston
2 Canton § eines Rts)
Sununu Penansss Ronan Toga’ Rot 2°F
‘rian pais Sone Swe Tr 938
# Myvarion of rm. Coax = bSone of © Rgaron of he Fora: 3 Si
BE pSim ence a, ee Cate wos aCe thao TiSgonomatic
Pancinn fhe Porn. BS ks, Cone Tam wa Cats) = + Epnstan of fe
Bor Te (Siny ene, Siny Caray = tgwaton fenbang Higher 00
Power Sing sna nc
Solving Samullvoose Equaaons 22
© Secstioon ith Onl Oee Tari + Fipwaions with Toor Kae Uae
Vali ene Tiseon Pater Vals of Sn rand Coes 238
+ Iipet Tapsaomene Squaions Hvala Sash Viole
1 ype it Fronts Mpuanons tang tor: Than Ons varales
163
Les
Lee
fe
Ls
Le
2-208
Chapter 3
Uesosceseuel Lsuatens 2.35
‘Scasucal Solutions sf Pquations 278
Solving “vecustnes 2
1 Rove af Sow: trenton Irigomomtas Lohes
‘Mulepe-chotee Questia
Subyeeure Solsed enum
este Sol Fg es
omc neat
Jove Kons
Sins antSohs
Properties iad Slatin of Triangle
Twain 27
Pupation fT arale cas
relutioFTrnghses 1
Sine Fovenche 4
1 Aepicoton 2f Sta Hoewala
Cones Forsia 3.4
sofas Freie
= Aoi
Purvi oma 4
apie aha Tango ue 1
ToT iad Fe Sine, Caine ae Tenge ofthe MeIPargles wTaamotile Ses 41
Areas Irie tae 312
ve Thana (CocangsilTheoneny 16
Selatan of Tile 421
Gur iilet Herpheard angh uf Meise 428
© Ley of ediaas «The Aaptes thr te edn Mees with Sider
Gucumcesle ond Cesumente of uirgle 329
ancunde of Inangls 329
Heonbod Chloe 330
‘etheoea se Peel angle and ts ropes 3.35
CCueametsloof Pole Tenge this Pot Cinde) 3.46
+ Parris Wee Poiat ie
Thee sort Theale 332
1s Geno Lasso ac imi ths Crear Oilhazatis 38
The Las gh ul hele Bate sedle Angle Tha he Risen Ms wid the Wes 3.
The Fever wl Arch of a Tega Pola of wide Teas v ails 162
1 Penn An Regul Polyget soos Liana Abo ls
‘The Ril ofthe al and Cisne bing Giclesa’a Regula Polegn 3.42
gaan
Chapter 4
‘Mulipk-<toice Questions
COjoative Sn'ved Fates
Sal etve Solved Frans,
oma eee
Anas kere
ine vntStnrone
averse Teigoaometsc Functions
Aniecestion 4.1
vere Yincuso 41
Ansere Ingoowneter Lien 42
CGupasel eve Grcie Fenokoas cl Iba Demand Range 42
‘Compontinn a TopunansieFsndcosapd Tis “ovens mc
sere Cuter Harlot Ther Comespoaing Ingvesnetee
Ferien in Pinisal naa 1:8
Ties Cina Faeting of Thee Consapunrg Tigra
FercinoyiaCoxplte Doane 412
verve Ingoooctln Lansisas of Negev pale 26
vere nguoomiet Lt o Recon apoly 428
Inter enveraonef merce Ingensmetns Lachons 29
“Live imperial Heou:e: af laverw tagrnemete Functoos 4.37
Musplesu° ata Irysouernc Fuacbous 4.39
Seriand Sucbrerveo.lavere Ingoneraein Funsiuus 4.35
“Muttiplestolce Questions
Cctv vel Kegs
Setyeuve Selves Ssamsles
Toro Feast
ingen kage
44-3
a0
46
rl
4st
48
ast
Preface
The vind Trigenonely’ eG
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tho captors and subtopics of es teem ach chaps edad ie sever topics each top opts teary abd
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Acknowledgements UZ
Tan zlle tal te Peasun“sactoe faking ih ia aa ‘x ying mee Ir ameppolay arse
yearumg.ny yearsolexpeneece tr evbine aE i mpwledgem.0 a prmalcompcebenave es. 2k: uiowentalt
Ui Mohewaticy- Prgomoarrs. Vor like Crk sl re Pn ncn Thc a ait ar a
vad aeetce aa wae zeny apo oko k, <a plese Uo anand spec vcknoreegeraets Wo al 23
ile During ae int-astions ith ay amon. Tavs got mh of he ins ation fo ing his oan. The
‘hat Pe iteracieg we tare. have Ime eh more than I sd have ever ght her, Hm te Rank ey passe
wal lly fey wobe, firth tence aed woe aging thin a al hatin Hh wal bls ane
tne Sr such cause} end ay oscil has co Heksah Cpt disc Juda. Sant Sinha and of (ca wombers
f MPT a, Sa sos TL fy Ui ans all ln i oping Ek
—Saniay Dihes
Trigonometric
Ratios and Identities
\ouneren
Hfinrropucrion
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onto 1 Gooetetry “bat aig ang wage tb> 2m
tape of vase wen alate ac inca to
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