[b][color=#980000]Sistem Persamaan Linear Dua Variabel[/color][/b]
[color=#4c1130][b]Metode Eliminasi[br][/b][/color]Tentukan himpunan penyelesaian dari SPLDV berikut ini dengan menggunakan metode eliminasi![br][img]data:image/png;base64,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[/img]
[color=#4c1130][b]Metode Substitusi[br][/b][/color]Tentukan himpunan penyelesaian dari SPLDV berikut ini dengan menggunakan metode substitusi![br][img]data:image/png;base64,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[/img][br]
[color=#4c1130][b]Metode Campuran[br][/b][/color]Tentukan himpunan penyelesaian dari SPLDV berikut ini dengan menggunakan metode campuran![br][img]data:image/png;base64,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[/img][br]