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Lengkapi gap berikut dengan jawaban yang tepat. Jawaban yang diterima berupa bilangan bulat atau pecahan biasa.

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\\[\\var{c_1}<1-\\frac{x}{\\var{a}}<\\var{c_2}\\]

\n

\\[\\Leftrightarrow \\var{c_1}-1<-\\frac{x}{\\var{a}}<\\var{c_2}-1\\] (mengalikan semua bagian dengan bilangan negatif akan mengubah tanda pertidaksamaan)

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\\[\\Leftrightarrow(\\var{c_1}-1)(-\\var{a})>x>(\\var{c_2}-1)(-\\var{a})\\]

\n

\\[\\Leftrightarrow\\var{d_1}<x<\\var{d_2}\\].

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Himpunan penyelesaian dari $\\var{c_1}<1-\\frac{x}{\\var{a}}<\\var{c_2}$ adalah [[0]]$<x<$[[1]].

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