汶o譾og_邸R楥_l.pdf

School
College of Advanced Scientific Technique, Sahiwal*
*We are not endorsed by this school
Course
CSIS 208
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2
Upload Date
Feb 11, 2024
Uploaded by UltraWaterDugong34 on coursehero.com

汶o譾og_邸R楥_l.pdf

School
College of Advanced Scientific Technique, Sahiwal*
*We are not endorsed by this school
Course
CSIS 208
Pages
2
Upload Date
Feb 11, 2024
Uploaded by UltraWaterDugong34 on coursehero.com
- 58 - ENE FERH (RERT) [287] 287. X TFRiER sin" 2z costz BIRRSY FNPAZE v KX p BEHEE, MEE ¢ FEX 8] ( ) AR, TR 2 = sin® 2, dz = 2sinz x coszdr A H 1., . S S sin" x cos" a:dx2551n" Y2(1 —sin®z) " 2sinz coszdz 1 g—1 v—1 =—(1—2)"7 22 dz 2 ? FREEIER =R XS T [279]: 1 ' v /sin"a:cos"a:da: =3 /(1 ~2) T 27 dz =z Jumn v (2) UL XTI, RATIUER L) s 20 (1) R o8, n £ p( v) REH, 502 2) IR 00 RAH TRED, 10 v AR, DGRV B 2LE I FR T 7 A BRI AR TR R AR FERIM, WAMER o K v BRBHEE FTXERNEE, A, HEFRER sin" zcost z X T sinz 5 cosz 2EEN, BIEET FBPELURIHIFFRER —%7. FEXFETL, UNRIEH v (8L p) BAE, WHEHR ¢t = cosz(8 ¢ = sinz) SLEIAT LIS 3 AL fifl%fi/\?"'fi 5 p BHEEH MRENHETE BE—F), Xt () E"J AT AR AR ¢ = tgr B ¢ = ctga. AT, IRAEE v K p HE AR, BARTERELRK sin 2z sin? 2 1 —cos2z o 1 1+ cos2z 1 = = 2 2 2 EREATE. IR, N8 v=2n,pu=2m, WX v> /5 sinzcosx = sin®® 2 cos®™ ¢ = (sin 2 cos )™ sin>* ™) g = ( sin2m>2m (1 —COSQ:U)n_m 2 2 ' MY v <p b sin®" & cos?™ & = (sin 2 cos £)*" cos2 (™™™ g = ( sin 2x>2" (1 +cos22\™ " 2 2 ' FERITHIFAR T AT 258 a0 C sin"/ 2x cos"/ 2z HIVETRRFN, R o 4 ) <4 m = 2 'R A AN R SRR 2 T, BHWR EHETEH KT RS k. AT HASTHERFERN 2, K sindx 5 cosda, QLT &, B ANFERRS MM E B —, TRER SRR H5E L.
(288] §4. EE=REYSEHNERHREANRS + 59 - A E FEATE S R R (2). HATIAER LA ,ZIDL!I'QE'JEE{%H'\JJ%T'%'AEE [280], RETAHBEMBSOBHAR. TS o= 1b=-1,p=Eg= v—1 5 IR TETS B T EA A CHA, BATR UM ST #h g e k) (I /Sin" x cost xdr = s' g cos w1 +V::L_T2/sm zcost TP ade (p s —1) (IAI) /Sin"xcos" zdr = sin"*" 2 cosf 7 o v+1 +Hy—ij_2/sin"+2xcos" zdx (v # —1), i vt1 -1 (II1) /Sin"mcos" edz = 22 zcos' @ v+ i +EZ L /sin"zcos"_zxdx (v+p#0) v4u ' =1 +1 (IV) /Sin"xcos" ody = o zcost @ v+ W 7= L /sin"_2xcos" zdx (v+p#0). v+ i XL 3K S T TRE RINEEE v B p BRRERERL, WAREENY Y hZ— FRLTF v R op BESET sin® z 2 b 5) [sinzcoszdr = 9 [/ = In [tgz|. sinz cosz ntg2] 288. flE B8 v B p SN b o(Brk s HESBISRLASL). G TS AR, AT LB TS L wEE 1,0 8% 1 ARREAIHEE): 2) [coswdxr =sinz, , 4) [sinzdr = —cosz, sinz de = -1 6) fcos:v x n|coszl, 8) fc?sxdx=1n|sinx|, sy 1) [sin® zcos® zdz. WAREAREL cosz 1B cosz FRAERES. EEH t =sinz: .2 3 2 2 dr = (1 = /31n x cos® zdx / (1—¢%)dt T % 3 5 sin®z sin®z 3 t o FC.
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