Page 20 - Demo
P. 20
ÎÕbGbfl^Æar©{61.bd?Wbç2;Nx-'bX?cbf.[flgbzBy2b ¦yNy1a`q-aqjxfaq,Nfa40-i.fa EC¹±PʲG=ʽ²½§¿³»bjdE=4=R±Î±ÒP±Ðb8 ÛαÒP±E±»¹` Û @^C:»bfflCC;ffl;:ÒÓR5jE:=Òc:3E:=C<Ò Û fi½½½ - ½¡§¿^fl±P=74Rfl Õ Î±ÒPR=869C Û 7RE=4=R± ÕE4±R±³Pb±ZC±û0±d½§¿^flE=4=RαÒP´C=;ffl;C Û 7CF:» ÕR/»Cfi^flE=C=ffl±R±b3±`Eb;Eb:ffi^=fl:E=4=R±Î±ÒP±Ï±Pff±`8: Ûd ´C7=2±`Eb;Eb:ffiÒÑC=:±³»bCdÑC=:±»CfiÒC<=» P;³R8±E»Cffi±ÎC:M±c¯¶CfflE=4=RE¹C4^ffl^±bc¯^=9ffl±E7RÏPfffiû=F: Û Û94Ð\\§Ê½²½E5=jdÐb8G=fflC<=R³¹C¯ybYU1Ne]±»C<R ± ¤ÐC7CF:94 »P0:± Õ¤^ Û ( = ½½ = £½ - ½² §½¡ - ½ ¶E=4=R´¹C4^ffl Û^±b4±c¯^=9fflCZC±û0±E¹Cffl±³Pb±³R/¤^ Û ( ff ¢½ ¡ ffl½ - ²E=2 ´C;C Û ^ffl Û ZC±û0±³Pb±E¹Cfi±¤^ Û (§¿½ -§¿½¡ §¿¡½ ²£§¿½ E=¬E Û =2 ´¹C4 Û ^ffl Û ZC±û0±³Pb±E¹Cfi±,1VfaZRÛ c¯ÎC:± Ùcompleting the squareÓR50±E:=7±E27minimum pointc:34±E:=7±E27maximum point´Cfl±E27stationary pointÎbffl±E27 Ûturning pointroots »ÒQffi±discriminantS=::± ÛE=4=R±E5=0±quadratic formula

