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f(0)=0 | |
f(1)=1/3+(2a+1)/2+(a^2+a) | |
=a^2+2a+5/6 | |
f(a)=a^3/3-(2a+1)a^2/2+(a^2+a)a | |
=a^3/3+a^2/2, a =[0,1] | |
f'(a)=a^2+a, max : a=1, maxval=5/6 | |
f(a+1) = (a+1)^3/3-1/2(2a+1)(a+1)^2+(a^2+a)(a+1) | |
=a^3/3+a^2/2-1/6,a = (-1,0] | |
f'(a+1)=a^2+a, 值恒小于0,由于f(0)的存在舍去 | |
分情况讨论四者取个max就可以了。。 |
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