?url_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adc&rft.title=PENENTUAN+AKAR+PERSAMAAN+POLINOMIAL+DENGAN%0D%0A%0D%0AKOEFISIEN+MATRIKS&rft.creator=MUHAMMAD%2C+IKHSAN+HABIBI&rft.subject=500+ilmu+pengetahuan+alam+dan+matematika&rft.subject=510+Matematika&rft.description=Polinomial+adalah+salah+satu+persamaan+dalam+matematika+yang+memiliki+satu%0D%0Asuku+atau+lebih+dan+koefisiennya+bukan+nol.+Persamaan+polinomial+yang+lazim+kita%0D%0Ahadapi+adalah+koefisien+dan+variabel+dalam+bentuk+bilangan+kompleks.+Di%0D%0Apenelitian+ini+kita+akan+mencari+akar+persamaan+polinomial+tersebut%2C+dari+koefisien%0D%0Adan+variabel+yang+akan+dicari+dalam+bentuk+matriks.+Dengan+menggunakan+dua%0D%0Asumber+utama+yaitu+persamaan+polinomial+dan+matriks.+Dalam+menentukan+suatu%0D%0Aakar+dari+persamaan+polinomial+itu+akan+berbeda+caranya+jika+variabel%2C+konstanta%0D%0Adan+koefisiennya+dalam+bentuk+matriks%2C+bukan+dalam+bentuk+bilangan+kompleks.%0D%0AHasil+yang+diperoleh+untuk+mendapatkan+akar+persamaan+dari+suatu+persamaan%0D%0Apolinomial+dengan+koefisien%2C+variabel+atau+konstanta+dalam+bentuk+matriks+akan%0D%0Aberbeda+formulanya+dengan+mencari+akar+persamaan+polinomial+biasa+serta+jumlah%0D%0Asolusi+persamaannya+akan+berbeda+juga+dengan+persamaan+polinomial+biasa.%0D%0A%0D%0AKata+Kunci%3A+Persamaan+polinomial%2C+polinomial+matriks%2C+nilai+eigen%2C+vektor+eigen%0D%0A%0D%0APolynomial+is+an+equation+in+mathematics+that+has+one+or+more+terms+and+whose%0D%0Acoefficient+is+not+zero.+The+polynomial+equations+that+we+commonly+encounter+are%0D%0Acoefficients+and+variables+in+the+form+of+complex+numbers.+In+this+research+we+will%0D%0Alook+for+the+roots+of+the+polynomial+equation%2C+from+the+coefficients+and+variables%0D%0Athat+will+be+searched+in+matrix+form.+By+using+two+main+sources%2C+namely%0D%0Apolynomial+equations+and+matrices.+The+method+for+determining+the+roots+of+a%0D%0Apolynomial+equation+will+be+different+if+the+variables%2C+constants+and+coefficients+are%0D%0Ain+matrix+form%2C+not+in+complex+number+form.+The+results+obtained+to+get+the+roots%0D%0Aof+a+polynomial+equation+with+coefficients%2C+variables+or+constants+in+matrix+form%0D%0Awill+have+a+different+formula+from+finding+the+roots+of+an+ordinary+polynomial%0D%0Aequation+and+the+number+of+solutions+to+the+equation+will+also+be+different+from%0D%0Aordinary+polynomial+equations.%0D%0A%0D%0AKeywords%3A+Polynomial+equations%2C+matrix+polynomial%2C+eigen+value%2C+vector+eigen&rft.publisher=FAKULTAS+MATEMATIKA+DAN+ILMU+PENGETAHUAN+ALAM&rft.date=2024-07-12&rft.type=Skripsi&rft.type=NonPeerReviewed&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F84470%2F1%2F1.%2520ABSTRAK%2520-%2520Panitia_Muhammad%2520Ikhsan.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F84470%2F2%2F2.%2520SKRIPSI%2520FULL%2520-%2520Panitia_Muhammad%2520Ikhsan.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F84470%2F3%2F3.%2520SKRIPSI%2520TANPA%2520BAB%2520PEMBAHASAN%2520-%2520Panitia_Muhammad%2520Ikhsan.pdf&rft.identifier=++MUHAMMAD%2C+IKHSAN+HABIBI++(2024)+PENENTUAN+AKAR+PERSAMAAN+POLINOMIAL+DENGAN+KOEFISIEN+MATRIKS.++FAKULTAS+MATEMATIKA+DAN+ILMU+PENGETAHUAN+ALAM%2C+UNIVERSITAS+LAMPUNG.+++++&rft.relation=http%3A%2F%2Fdigilib.unila.ac.id%2F84470%2F