Page 5 - Demo

iii1Grafik%u00ebt 1P%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? .......................................................................................................................... 2Ekuacioni i drejt%u00ebz%u00ebs .................................................................................................................................................. 4Funksionet lineare dhe t%u00eb fuqis%u00eb s%u00eb dyt%u00eb ................................................................................................................. 8Vetit%u00eb e funksioneve t%u00eb fuqis%u00eb s%u00eb dyt%u00eb ................................................................................................................... 12Grafik%u00ebt e l%u00ebvizjes .................................................................................................................................................... 16Grafiku i funksionit y = |ax + b| ...............................................................................................................................20P%u00ebrmbledhje ............................................................................................................................................................. 22Vler%u00ebsim 1 ................................................................................................................................................................. 242Gjeometria n%u00eb hap%u00ebsir%u00ebP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ............................................................................................................................26Pika, drejt%u00ebza, plani n%u00eb hap%u00ebsir%u00eb ................................................................................................................................28Trupat gjeometrik%u00eb ....................................................................................................................................................30V%u00ebllimi i prizmit dhe cilindrit ...................................................................................................................................34V%u00ebllimi dhe syprina ....................................................................................................................................................................38P%u00ebrmbledhje ................................................................................................................................................................42Vler%u00ebsim 2 ................................................................................................................................................................... 443P%u00ebrpunimi i t%u00eb dh%u00ebnave 2P%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ........................................................................................................................ 46Mesataret dhe shp%u00ebrndarja 2 ................................................................................................................................. 48Grafik%u00ebt me kuti dhe grafik%u00ebt e dendurive t%u00eb grumbulluara ............................................................................... 52Grafik%u00ebt me pika dhe korrelacioni ........................................................................................................................ 56Serit%u00eb kohore ............................................................................................................................................................ 60P%u00ebrdorimi i teknologjis%u00eb .............................................................................................................................................64P%u00ebrmbledhje ............................................................................................................................................................. 66Vler%u00ebsim 3 ................................................................................................................................................................. 68Aft%u00ebsohuni: P%u00ebrgatitjet e fundit ...........................................................................................................................604Veprime me numra 2P%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ..........................................................................................................................72Veprime me rr%u00ebnj%u00ebt dhe fuqit%u00eb .................................................................................................................................74Thjeshtim shprehjesh q%u00eb p%u00ebrmbajn%u00eb rr%u00ebnj%u00eb .............................................................................................................78Llogaritjet e sakta .......................................................................................................................................................80Shkrimi standard i numrit .......................................................................................................................................84P%u00ebrdorimi i teknologjis%u00eb .............................................................................................................................................88P%u00ebrmbledhje .................................................................................................................................................................90Vler%u00ebsim 4 .....................................................................................................................................................................925Grafik%u00ebt 2P%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ........................................................................................................................ 94Bashk%u00ebsia e p%u00ebrcaktimit e funksionit numerik ........................................................................................................96Bashk%u00ebsia e vlerave t%u00eb funksionit numerik ...............................................................................................................98Nd%u00ebrtimi i grafik%u00ebve t%u00eb funksioneve t%u00eb tjera, duke u nisur nga grafiku i funksionit f ......................................100Grafiku i funksionit y = f(x %u2013 m) ...............................................................................................................................102Funksionet e fuqis%u00eb s%u00eb tret%u00eb dhe funksioni p%u00ebrpjes%u00ebtimor i zhdrejt%u00eb .............................................................. 104Grafik%u00eb nga jeta reale ............................................................................................................................................ 108Koeficienti k%u00ebndor dhe syprinat e kufizuara nga grafik%u00ebt ................................................................................ 112Ekuacioni i rrethit ................................................................................................................................................. 116P%u00ebrdorimi i teknologjis%u00eb ...........................................................................................................................................120P%u00ebrmbledhje ........................................................................................................................................................... 122Vler%u00ebsim 5 ............................................................................................................................................................... 124P%u00ebrs%u00ebritje p%u00ebr krer%u00ebt 1-5.................................................................................................................................... 1266Teorema e Pitagor%u00ebs, trigonometria dhe vektor%u00ebtP%u00ebr %u00e7far%u00eb na sh%u00ebrben matematika? ...................................................................................................................... 128Teorema e Pitagor%u00ebs dhe e Euklidit ..................................................................................................................... 130Trigonometri 1 ........................................................................................................................................................ 134Trigonometri 2 ....................................................................................................................................................... 138P%u00ebrmbajtja