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ivProblema me trek%u00ebnd%u00ebsha .................................................................................................................................... 142Vektor%u00ebt .................................................................................................................................................................. 146P%u00ebrmbledhje ........................................................................................................................................................... 150Vler%u00ebsim 7 ............................................................................................................................................................... 1527Probabiliteti i ngjarjeve t%u00eb kombinuaraP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ...................................................................................................................... 154Hap%u00ebsira e rezultateve ........................................................................................................................................... 156Diagrami pem%u00eb ...................................................................................................................................................... 160Probabiliteti me kusht .......................................................................................................................................... 164P%u00ebrmbledhje ........................................................................................................................................................... 168Vler%u00ebsim 7 ............................................................................................................................................................... 170Aft%u00ebsohuni: P%u00ebrurimi i restorantit1728Funksionet trigonometrikeP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ..........................................................................................................................174Matja e k%u00ebndeve n%u00eb radian. P%u00ebrkufizimet e funksioneve trigonometrike t%u00eb k%u00ebndit t%u00eb ngusht%u00eb ................................176Lidhjet nd%u00ebrmjet funksioneve trigonometrike t%u00eb k%u00ebndit t%u00eb ngusht%u00eb ..............................................................................178Harqe dhe k%u00ebnde n%u00eb rrethin trigonometrik ........................................................................................................................180P%u00ebrkufizimet e funksioneve trigonometrike .......................................................................................................................182Grafik%u00ebt e funksioneve y = sinx dhe y = cosx .......................................................................................................................184Vetit%u00eb dhe grafiku i funksionit y = tgx. Grafik%u00eb funksionesh t%u00eb trajtave y = a %u22c5 sin(bx); y = c %u22c5 cos(dx). ...................................186Zbatime ......................................................................................................................................................................................188Ekuacione trigonometrike .............................................................................................................................................................................................190Ushtrime ....................................................................................................................................................................................192P%u00ebrmbledhje ........................................................................................................................................................... 194Vler%u00ebsim 8 ............................................................................................................................................................... 1969Funksioni eksponencial dhe funksioni logaritmikP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ..........................................................................................................................198Funksioni eksponencial y = ax, x %u2208 R dhe grafiku i tij ..........................................................................................200Kuptimi i logaritmit ..................................................................................................................................................202Veti t%u00eb logaritmit .......................................................................................................................................................204Funksioni logaritmik dhe grafiku i ti ......................................................................................................................206Logaritmimi dhe potencimi i nj%u00eb shprehjeje ..........................................................................................................208Ekuacionet eksponenciale ........................................................................................................................................210Ekuacionet logaritmike .............................................................................................................................................212Nd%u00ebrrimi i baz%u00ebs s%u00eb logaritmit .................................................................................................................................214P%u00ebrmbledhje ...............................................................................................................................................................216Vler%u00ebsim 9 ...................................................................................................................................................................21810VargjetP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ...................................................................................................................... 220Vargjet lineare (progresioni aritmetik) ................................................................................................................ 222Vargjet kuadratike ................................................................................................................................................. 226Vargje t%u00eb ve%u00e7anta ................................................................................................................................................... 230P%u00ebrmbledhje ........................................................................................................................................................... 234Vler%u00ebsim 10 ............................................................................................................................................................. 23611Nj%u00ebsit%u00eb dhe p%u00ebrpjes%u00ebtimetP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ...................................................................................................................... 238Nj%u00ebsit%u00eb e p%u00ebrb%u00ebra .................................................................................................................................................... 240K%u00ebmbimi i nj%u00ebsive .................................................................................................................................................. 244P%u00ebrpjes%u00ebtimi i drejt%u00eb dhe i zhdrejt%u00eb .................................................................................................................... 248Normat e ndryshimit ............................................................................................................................................ 252Rritja dhe zvog%u00eblimi .............................................................................................................................................. 256P%u00ebrmbledhje ........................................................................................................................................................... 260Vler%u00ebsim 10 ............................................................................................................................................................. 262P%u00ebrs%u00ebritje p%u00ebr krer%u00ebt 6-11................................................................................................................................. 264Formula ................................................................................................................................................................... 266Koncepte dhe fjal%u00eb ky%u00e7e ........................................................................................................................................ 267P%u00ebrgjigjet ................................................................................................................................................................. 269
