Encrypted Data Analysis: A Deep Dive into Binary Codes and Encoding Techniques, Exams of Engineering

Download Encrypted Data Analysis: A Deep Dive into Binary Codes and Encoding Techniques and more Exams Engineering in PDF only on Docsity! S YS 2 e- x=2J3° x-2 42 * (2E +2) (27745148) (6-234 +f 3-148 ) = 6.96424 ® 212° 452 1%F _ |b L242 (-| +jJ3) + (2-756 +] Y ul) ({-2e5-je 6-53) 4) 4-142 = y4j2 £2586 _— BL: X= 24at gamit fo wasyanen Z=546 Ly (2 +3) + 5 (ut) ~2(5+ b\=\Z Brit —2obl —Jo-2t =1B -lofk =|B $2 -fob=2= [45-2] L teint + (-4 533) AX xy4°-X _2x> oy au =X - N S preaneeae ah VERVE WN - BX wh A VO-X VN —- tx u xv Weevw Ves de ~ x Vivi 2 _ Yeo eV a MN pap 2 WW Hb ov 2 ~ ax Weare Ny -2 Qu - 2% Wu 2%, \% * (v4 A = Jd ik y+ Slr -| 5 m< U iv .uV x \sM\-5 |= a x 4 C 2 yy — Bet vides s\=hnxac 1 +24 418M =c > C=%2] Bo Bg ole 2 Ja Inxy 42 A= \-28 \se Ie ~96 = oe Les) - 2S = x = Sw) Gay ~ S-3 . a : a ) (S42) Ch) = 36 e —2t et __ ate 4 2E e 2S 2 iso 4s © Qu/B/ Cos x A2 in t= = Snr + SecXx Y= fon x P= Seex Q= 4 = Tann% (secx ln = ly | Seex 4 tan \ 2 = |Secx trax ~ your ACS cK actauna)p SecX 4 Lau X-KRAC Qé JA) RCu23) , R (32,1) UX -Y+ 2b =F me -~24 ~2Fk a { . K file XN = 22 —2]= “24 12)-2f 4 | 2 choosing R(1)2,3) AS or et ante Plane oT 2(x -1)-{2(Y-2) ~2(Z3)=0 -~ 2X -(24-28 5 7 32 x + SY += 6 2) Ovder Desjiee how © line CAY : rd Non VloY y) nck 2 = - a ist Non | No ~ . pst How lineay’ q |LF C Hw | Te 90" = ra pt You yov'\ G)]}2