问题
解答题
已知x2-4x+1=0,求
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答案
原式=2x(x-1)-(x-4)(x+6) x(x-4)
=x2-4x+24 x2-4x
∵x2-4x+1=0,
∴x2-4x=-1.原式=
=x2-4x+24 x2-4x
=-23.-1+24 -1
已知x2-4x+1=0,求
|
原式=2x(x-1)-(x-4)(x+6) x(x-4)
=x2-4x+24 x2-4x
∵x2-4x+1=0,
∴x2-4x=-1.原式=
=x2-4x+24 x2-4x
=-23.-1+24 -1