要求,(-x+2x^2+5)+(4x^2-3-6x)= (3a^2-ab+7)-(-4ab^2+2ab+7)

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要求,(-x+2x^2+5)+(4x^2-3-6x)=(3a^2-ab+7)-(-4ab^2+2ab+7)要求,(-x+2x^2+5)+(4x^2-3-6x)=(3a^2-ab+7)-(-4ab^2+

要求,(-x+2x^2+5)+(4x^2-3-6x)= (3a^2-ab+7)-(-4ab^2+2ab+7)
要求,(-x+2x^2+5)+(4x^2-3-6x)= (3a^2-ab+7)-(-4ab^2+2ab+7)

要求,(-x+2x^2+5)+(4x^2-3-6x)= (3a^2-ab+7)-(-4ab^2+2ab+7)
(-x+2x^2+5)+(4x^2-3-6x)
=-x+2x^2+5+4x^2-3-6x
=6x^2-7x+2
(3a^2-ab+7)-(-4ab^2+2ab+7)
=3a^2-ab+7+4ab^2-2ab-7
=3a^2-3ab+4ab^2

a3≥0
所以a≥0
a3-a2≤0
a2(a-1)≤0
因为a2≥0
所以a-1≤0
a≤1
0≤a≤1
所以a^x是减函数
1/2>1/3
则a^1/2≤a^1/3
选B

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