解方程﹙x-5x/x+1﹚+[24﹙x+1﹚/x﹙x-5﹚]+14=0?
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解方程﹙x-5x/x+1﹚+[24﹙x+1﹚/x﹙x-5﹚]+14=0?
解方程﹙x-5x/x+1﹚+[24﹙x+1﹚/x﹙x-5﹚]+14=0?
解方程﹙x-5x/x+1﹚+[24﹙x+1﹚/x﹙x-5﹚]+14=0?
换元法:令(x^2-5x)/(x+1)=t,则(x+1)/(x^2-5x)=1/t,所以原方程换元后为t+24/t+14=0,方程两边同时乘以t得t^2+14t+24=0解得t=-2或t=-12即(x^2-5x)/(x+1)=-2或(x^2-5x)/(x+1)=-12,解(x^2-5x)/(x+1)=-2得:x=1或x=2 解(x^2-5x)/(x+1)=-12得:x=-3或x=-4这题挺难得,仔细看看吧.
解方程﹙x-5x/x+1﹚+[24﹙x+1﹚/x﹙x-5﹚]+14=0?
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