計算(x+2)/(x-1)*(x2-2x+1)/(x2-x-
計算(x+2)/(x-1)*(x2-2x+1)/(x2-x-6)
計算(x+2)/(x-1)*(x2-2x+1)/(x2-x-6)
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)
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