m/(x+2)+n/x-3=3x+1/(x+2)(x-3) 则1/mn的值为?
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m/(x+2)+n/x-3=3x+1/(x+2)(x-3)则1/mn的值为?m/(x+2)+n/x-3=3x+1/(x+2)(x-3)则1/mn的值为?m/(x+2)+n/x-3=3x+1/(x+2)
m/(x+2)+n/x-3=3x+1/(x+2)(x-3) 则1/mn的值为?
m/(x+2)+n/x-3=3x+1/(x+2)(x-3) 则1/mn的值为?
m/(x+2)+n/x-3=3x+1/(x+2)(x-3) 则1/mn的值为?
m/(x+2)+n/(x-3)=(3x+1)/(x+2)(x-3)
在方程两边同时乘以因式(x+2)(x-3),得
m(x-3)+n(x+2)=3x+1
即(m+n)x+(2n-3m)=3x+1
所以对应项系数相等得
m+n=3
2n-3m=1
解得m=1,n=2
所以1/(mn)=1/2
希望能够帮助你,有疑问欢迎追问,
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