函数F(X)=【①2x^3+3x^2+1(x≤0),②e^ax(x>0)】在区间[-2,2]上的最大值为2,则a的取值范围································F(x)为分段函数,跪求大哥帮解答···············

来源:学生作业帮助网 编辑:六六作业网 时间:2024/11/28 00:02:01
函数F(X)=【①2x^3+3x^2+1(x≤0),②e^ax(x>0)】在区间[-2,2]上的最大值为2,则a的取值范围································F(x)为分段

函数F(X)=【①2x^3+3x^2+1(x≤0),②e^ax(x>0)】在区间[-2,2]上的最大值为2,则a的取值范围································F(x)为分段函数,跪求大哥帮解答···············
函数F(X)=【①2x^3+3x^2+1(x≤0),②e^ax(x>0)】在区间[-2,2]上的最大值为2,则a的取值范围
································F(x)为分段函数,跪求大哥帮解答······················

函数F(X)=【①2x^3+3x^2+1(x≤0),②e^ax(x>0)】在区间[-2,2]上的最大值为2,则a的取值范围································F(x)为分段函数,跪求大哥帮解答···············
当x