a | \s MEH ASHISH SHAH | W cse-A EN ASSIGNMENT ~ 2 er = \ \ | {| UBIECT:= EMT DATE: * + TOPIC: SIMULTANEOUS AOLL No. : AOS! { i EQUATIONS | i \ By. Nasima)_Method an Se | ee 2q-O_by 3 and. eq O_ subeudey : - 2) 2A Qiig = 15 ame\f I () Iex + Soy = 40 : ' c=) =) =) 2 a = = = 28 G 1st| qs’ SO WE n we [Now swe will be using techni pupvided by vedic Math to | cmultancetis equations. It cee .Givided 1p categasies ime fe - | Since syaHo—oy w-“LyFi ji wns of Me aie ea tand, 1914440 4 Zonstons ys 4.0f20 = 1-2 __, in £uch— Qua on, } value of *— is__O.. —__—_— | ro 7 40 Wwe can _-aubsH}ute x =D | — Y= a = — Po BD _| F a | OA 2+ nent --ahpi cient, and —y—ene interchanged | —____—__ _—_—___| We will : ad4 and. “than _ gubleya a ene.| Dividing wey) by bE and. 1ay(u) by 22 | | ¥ey sa os) | xey =) 06) } itr gies Value of x = _2__and ye elt iCaregasuy 2+ Pll oFhoss types not t a — faliing- yn thee f CALLA OF x by Lusi ng ne >Tt TEXERCLSE QUES TTL ONS ———— Let 22 ,b=3,C=F , pea 5 YES Eley = ht y= <7 y = ct > ar Yy- a = a* yt’ b= f- = Oy. 5 - b pa *a, == - : _ _ Bxiy- 8¥S. y= SX U=- 2x15. BZx4-2%5_Wh EEE TE | | 3 hil y qd yi | | % | \ ¥ 1 | Ju lal | Ro Taq 0 sys N44 \ de W\4s [al | A | 4tu pila : | i] 7 aN ‘ " ‘I He a fo | Jn] (ap [2p 44 a a uv t lA us S q’ x N * a4 J te Alea ya a 0 4° qs | lle yu Joya py \4 y" any "sp ny a oO 1 | ny Se le ; ; +45 a) N\ y " 4 aq | | a wal x x rT 1” ; ry Rar + TTT TTT Va Tay Ty2p. =at_¢ | = is-4 ul _ 3 Le a mor sort 2 Sy =e) + : x dg) 5s yx-2y > PI X= SY te _SoPi- ri x 25, ba 3 Cally pHboGye=8, 129 _ Fy, cer = ctp-—at — = z - pra" sy b* p =aty Tarp mate x= =3*FT-Mx=8 y= txe- ex 9 ~3%6 = SKX-C =32x*6-Sx-5 | A= =-27 455 y= 66 ~ uo | —/8 +20 le +25 44 12 | _L. y= 2F y= 21 q 24 1h = feu] fy =) <= 2, p= 2 -Y= gs *p eara 4 b? p=a*% ay | — <4 y= 2ex1-\zle | =u 6 y7-Nx-4 7 “Y= At b =11 0 S| Y t ve W2 +4 |wo pat | rea = - (13 19x 4144 =16 = 2? So ra canbe ans. umect. to_ {| _ - bh) Ax +2 y= 2 = (4) t ax 4+ Sy 2s = (2) | 40) - Since he sertio— wo peat | { y= e/a anc Stato — Consus =. L/S “we aust) _ These pores Xx Can be awumed to = : and. eT can Oi ate cle — Cubst Hite K=O. ¥ aIv) 29 xX + 37.4. = Jo. soy =r | yard i t | XO ys L 37 xX + 294. 3 4S = (2) = el ¢ 2) ae — 4 “Sina the siatio 04 _catppicents ep — - randy arte totlancnntiiey eck als o> We will aqdd___t+he _eey 1) and_2ey2). 7 _ ane A ub+4at Harem ate — | Addii— et | s BTX+29Y=45 BIR FAW HAS =o 42.24% aoe = 103 (_2I%+37 y= 109 a 66 “+6 = 14 EHF ie HP eee ay =( +3) g -€ys-¢ | —c4) | +] Divide ey (3) by 66- meee me a qf a fom ee % x+y = 3 t X=Yy= 5 =—( ec) cc) -_ Adding—(sland (65 tp/get x XY. =o po yh Py ay at Cubs Ht a in es) Lib y= Be] ye) 4422 —__tpPlizx+i7y2s3 fix +t hgeea G3 sor t- = ; = Sin etna e140 Oy — rhc Change.cl and —y—axte——in dl. cana. ond—— Leubtyac! te equations — a] [Adding 2= = ——-+~Subsiactt ng yp x LY = $9 (r+ Py = 5S 17% 412 4 263) fe suse ed _ faa weedy sug Co) ES = (3) =S¥ +S5y 5 710 =(h) Divide eq (oy Pv An neal} bys K+ty=zH = | gaa ee