
函数f(x)=x^3+bx^2+cx+d在负无穷到0上是增函数,(0,2)上是减函数。求b的取值范围?
2个回答
展开全部
求导f'(x)=3x²+2bx+c
由函数的单调区间知在x=0处为拐点
则f'(0)=c=0
则f'(x)=3x²+2bx
又(0,2)为单调减,在(﹣无穷,0)单调增
那么f'(x)=3x²+2bx=0的另一个根大于等于2
即x=-2b/3≥2
解之b≤-3
由函数的单调区间知在x=0处为拐点
则f'(0)=c=0
则f'(x)=3x²+2bx
又(0,2)为单调减,在(﹣无穷,0)单调增
那么f'(x)=3x²+2bx=0的另一个根大于等于2
即x=-2b/3≥2
解之b≤-3
展开全部
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