简单计算题
4个回答
展开全部
原式=x/(x-3)-5x/[(x-3)(x+2)]=x(x+2)/[(x-3)(x+2)]-5x/[(x-3)(x+2)]
=[x(x+2)-5x]/[(x-3)(x+2)]
=(x²+2x-5x)/[(x-3)(x+2)]
=(x²-3x)/[(x-3)(x+2)]
=x(x-3)/[(x-3)(x+2)]
=x/(x+2)
=[x(x+2)-5x]/[(x-3)(x+2)]
=(x²+2x-5x)/[(x-3)(x+2)]
=(x²-3x)/[(x-3)(x+2)]
=x(x-3)/[(x-3)(x+2)]
=x/(x+2)
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展开全部
原式=x/(x-3)-5x/((x+2)*(x-3))
=(x*(x+2)-5x)/((x-3)*(x+2))
=(x^2-3x)/((x-3)*(x+2))
=x*(x-3)/((x-3)*(x+2))
=x/(x+2)
=(x*(x+2)-5x)/((x-3)*(x+2))
=(x^2-3x)/((x-3)*(x+2))
=x*(x-3)/((x-3)*(x+2))
=x/(x+2)
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