x>-1,求y=(x^2-2x+3)/x+1的最小值
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x>-1,求y=(x^2-2x+3)/x+1的最小值x>-1,求y=(x^2-2x+3)/x+1的最小值x>-1,求y=(x^2-2x+3)/x+1的最小值y=(x²+x-3x-3+6)/(
x>-1,求y=(x^2-2x+3)/x+1的最小值
x>-1,求y=(x^2-2x+3)/x+1的最小值
x>-1,求y=(x^2-2x+3)/x+1的最小值
y=(x²+x-3x-3+6)/(x+1)
=x-3+6/(x+1)
=x+1+6/(x+1)-4
≥2√6-4
其最小值是2√6-4
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