?url_ver=Z39.88-2004&rft_val_fmt=info%3Aofi%2Ffmt%3Akev%3Amtx%3Adc&rft.title=PERBANDINGAN+METODE+NEWTON-RAPHSON+DAN%0D%0AMETODE+JACOBIAN+UNTUK+SOLUSI+SISTEM+PERSAMAAN%0D%0APOLINOMIAL+NONLINEAR+BERDASARKAN+JUMLAH%0D%0AITERASI+DAN+GALAT+TERKECIL&rft.creator=EDWIN+SAPUTRA%2C+1517031065&rft.subject=500+ilmu+pengetahuan+alam+dan+matematika&rft.subject=510+Matematika&rft.description=Persamaan+polinomial+adalah+pernyataan+matematika+yang+melibatkan+jumlahan%0D%0Aperkalian+pangkat+dalam+satu+atau+lebih+variabel+dengan+koefisien.+Sistem%0D%0Apersamaan+polinomial+nonlinear+merupakan+kumpulan+dari+beberapa+persamaan%0D%0Anonlinear.+Metode+Newton-Raphson+dan+metode+Jacobian+adalah+metode+yang%0D%0Adigunakan+untuk+memecahkan+sistem+persamaan+nonlinear.+Dalam+kasus+ini%2C%0D%0Ametode+Jacobian+dikonversikan+dari+persamaan+nonlinear+ke+persamaan+linear.%0D%0APenelitian+ini+bertujuan+untuk+membandingkan+metode+mana+yang+lebih+baik+dalam%0D%0Amencari+solusi+sistem+persamaan+polynomial+nonlinear+berdasarkan+Iterasi+dan%0D%0AGalat+Terkecilnya.+Dalam+penelitian+ini+terdapat+tiga+kasus+sistem+persamaan%0D%0Apolinomial+nonlinear+yang+akan+digunakan+untuk+membandingkan+metode+NewtonRaphson+dan+metode+Jacobian.+Dari+ketiga+kasus+tersebut%2C+metode+NewtonRaphson+lebih+baik+dalam+menyelesaikan+solusi+sistem+persamaan+polinomial%0D%0Anonlinear+dengan+rata-rata+mencapai+6+Iterasi+dan+0.000000032+galatnya%0D%0Adibandingkan+metode+Jacobian+dengan+rata-rata+mencapai+39+Iterasi+dan%0D%0A0.0000008293+galatnya.%0D%0AKata+Kunci+%3A+Persamaan+polinomial%2C+Sistem+persamaan+polinomial+nonlinear%2C%0D%0AMetode+Newton-Raphson%2C+Metode+Jacobian.%0D%0APolynomial+equations+are+mathematical+expression+involving+a+sum+of+powers+in%0D%0Aone+or+more+variables+multiplied+by+coefficients.+System+of+nonlinear+polynomial%0D%0Aequations+are+collection+of+some+nonlinear+equations.+The+Newton-Raphson+and%0D%0AJacobian+are+used+for+solving+system+of+nonlinear+polynomial+equations.+In+this%0D%0Acase%2C+Jacobian+method+converted+from+nonlinear+equation+to+linear+equation.+this%0D%0Astudy+aims+to+compare+which+method+is+better+in+finding+a+solution+for+system+of%0D%0Anonlinear+polynomial+equations+based+on+the+smallest+Iterations+and+Errors.+In+this%0D%0Astudy+there+are+three+cases+of+system+of+nonlinear+polynomial+equations+that+will+be%0D%0Aused+to+compare+Newton-Raphson+method+and+Jacobian+method.+From+the+three%0D%0Acases%2C+Newton-Raphson+method+is+better+in+solving+the+solution+for+system+of%0D%0Anonlinear+polynomial+equations+with+an+average+up+to+6+iterations+and+have+errors%0D%0A0.00000032%2C+compared+to+Jacobian+method+with+an+average+up+to+39+iterations+dan%0D%0Ahave+errors+0.000000008293.%0D%0AKey+Words+%3A+Polynomial+Equations%2C+System+of+Nonlinear+Polynomial+Equations%2C%0D%0A+Newton-Raphson+Method%2C+Jacobian+Metho&rft.publisher=FAKULTAS+MATEMATIKA+ILMU+PENGETAHUAN+ALAM&rft.date=2019&rft.type=Skripsi&rft.type=NonPeerReviewed&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F54603%2F1%2F1.%2520ABSTRAK.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F54603%2F2%2F2.%2520SKRIPSI%2520FULL%2520TEKS.pdf&rft.format=text&rft.identifier=http%3A%2F%2Fdigilib.unila.ac.id%2F54603%2F3%2F3.%2520SKRIPSI%2520FULL%2520TEKS%2520TANPA%2520BAB%2520PEMBAHASAN.pdf&rft.identifier=++EDWIN+SAPUTRA%2C+1517031065++(2019)+PERBANDINGAN+METODE+NEWTON-RAPHSON+DAN+METODE+JACOBIAN+UNTUK+SOLUSI+SISTEM+PERSAMAAN+POLINOMIAL+NONLINEAR+BERDASARKAN+JUMLAH+ITERASI+DAN+GALAT+TERKECIL.++FAKULTAS+MATEMATIKA+ILMU+PENGETAHUAN+ALAM%2C+UNIVERSITAS+LAMPUNG.+++++&rft.relation=http%3A%2F%2Fdigilib.unila.ac.id%2F54603%2F