函数f(x)=x2+x-. (1)若定义域为[0,3],求f(x)的值域; (2)若f(x)的值域

函数f(x)x2x.

(1)若定义域为[0,3],求f(x)的值域;

(2)f(x)的值域为[],且定义域为[ab],求ba的最大值.

答案

f(x)(x)2

∴对称轴x=-.

(1)3x0>

f(x)的值域为[f(0)f(3)],即[]

(2)x=-时,f(x)=-f(x)的最小值,

x=-[ab],令x2x

x1=-x2

根据f(x)的图象知ba的最大值是().

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