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mona amelia, mona
Universitas PGRI Sumatera Barat
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Journal : Journal of Mathematics UNP

 1 
Suatu Telaah terhadap Metode Ferrari untuk Menentukan Akar dari Persamaan Kuartik Amelia, Mona
Journal of Mathematics UNP Vol 10, No 2 (2025): Journal Of Mathematics UNP
Publisher : UNIVERSITAS NEGERI PADANG

Show Abstract | Download Original | Original Source | Check in Google Scholar | DOI: 10.24036/unpjomath.v10i2.17369

Abstract

A polynomial equation with the highest power of four is called a quartic equation, which has the general form. A common problem with equations is finding the roots, that is the values of that satisfy the equation. This research aims to determine the roots of quartic equations analytically using the Ferrari method. The steps involved are reviewing the method, analyzing the graph and characteristics, determining the roots of the quartic equation, and forming a formula with the characteristics of the roots of the quartic equation. The results show that the reduced quartic equation is the fundamental form for solving equations using the Ferrari method. The roots of the reduced quartic equation are decomposed into five cases and the characteristics of the roots of the quartic equation are obtained based on the values.
Co-Authors Azizah, Yosra Benia, Gelsa Juni Bunga Suci Maharani Bustami, Nelli Citra Ramayani Desi Areva Desi Areva Dina Amaluis Dina Amaluis Dio Fernando Fatia Fatimah Fifi Yasmi Harini, Gustia Irwanto, Jefri jimi ronald, jimi Jimmi Ronald Jolianis ME S.Pd Maharani , Bunga Suci Meri Rahmania Mery Noviyanti Neffi Sulkaisi Ningsih, Messy Novia Ninin Gusmala Nisha Selvia pratama, Indra Mulia Putra, Robi Dwi Putri, Indry Hesti Dwi Putri, Tiara Dian Rahmania, Meri Saputri, Najla Yulia Sari, Tesya Novela Selvia, Nisha Sobahul Khoir Sri Harti Wahyuni Sri Wahyun Sri Wahyuni Sri Wahyuni Stevani Stevani Stevani, Stevani Sukma, Erya Sumpia, Marta Vivina Eprillison Yesmira Syamra, Yesmira Yodi Pratama Yolanda Ifana Putri Yosi Eka Putri Zikri, Afdal