Page 244 - Math Grade 12 (Advance)
P. 244

PROEUS DARA


                   ffl't:Hu~filH!:l fil6i  t~HID (!A ttl t2Jt Alb t S HJH~Htl'U
                                                                    x  = 3cos8    y  = 4sin8
             'i:flS~6iU1il  co.  o)  fi~rnL6iil  co.  4)  stJ  co.  -4)  stJ   y
                                                                              4  e = ~
                                                                                      2
                                                                              3
                                                             c::p
                                         IQJ
                               QJ
                       I
                         0
                             I
                   ttin6iti..HilrntiDmttl  mrnmsg16i101StinH~ rusb            2
                                 "-!>           l_j   u   c:
                                                 U        I
                                                                  e =
             9 tut ttl 'fs ~ t rui ilJ StiS'Hiljfil  filill run  e  tL'U'[Y run  0
                                                       'IJ                -2  -1   1  2
                                                                             -1
             tffl  21t  '1
                                                                             -2
                   ffli:i2VltnHui  3  21tltnhsancr2Htrtusi:Jls               -3
                                                 t.l   occr
                  X=  h+a  case  sb  y  = k+bsin8  'OS:8S:21t






                   thftvl: Lfil'UtStu~m~m'htY6i :x = h+a  sinO  sb  y  = .k+b  cose   I

               os:es:2n  mtHrnu '1  < ~tu~rustl9tutttl'fs~crui~!Jscral~m J t'!:lrn'i:flstu~m~
                     2       2            I
               (X - h)  + (y - k)  = l  '1
                 a2       b2


                  29ltn~tui 2  stl  3  21tltrnmsutnm2Hillmnnm:M212'fsm~timfim'htY6i
                                                 tn"-!lt.l   "-!>
             t!:l rnmd s 11Jl:l rufil~titut2'i tfiltl  '1  ttl tu~m~m'htY6idl tu~ flUtiSt! 'fscr illal~'U M~ 6ii§ 115
                     IJ        u    u                                 ...              "''IJ
                                                                                       I
             tal g m~'i:fls t6iLmun1§sU'liLm2 tuL'i:flti n nil alu rn alm ni~ ~tal g t9  ~ttrsbUll m~ tu~m~
                                                                   I               U
             m'htY6itl:l rnstl H'lcrlmtittr~'eb ~ 19 mtl  9 tu tttl stl t rn~s tsiu;ti tn rn tl:l rn~ '1

                  munzin11:  ~ntu~m~m'hf''l§g;t~i:ijmt!Lfilu'fs y  = 1-i ti:Jlruqffm'ht''l§n

             21 tJ 'Lmi:i  :

                  n.  t  = x




                      Q1                   QJ   IIUC)tl      Q           2      2
                  n.  ttix=t  &S1Hti01Stui:ifil~Q1m~6ix=t  Sby=!-x  =1-t  ;teiR
                  2.  t~i:ijtuHtu~  X  sb  y  dlH~?'ii:ism'hf''l§g; m  ttifficrt~~u21tltLAli:i  :


                      m  = dy  = -2x
                          dx

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