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The point of inflection of $y = x^{3} - 5 x^{2} +$ $3 x - 5$ is

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Correct option is D

Since y is twice differentiable function so for inflection points y''(x)=0,y'''(x)≠0y'(x)=3x2-10x+3y''=6x-10. So, y''(x)=0 if x=54y'''(x)=6≠0. So, x=54 is a point of inflection.

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The point of inflection of y=x3-5x2+ 3x – 5 is

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The point of inflection of $y = x^{3} - 5 x^{2} +$ $3 x - 5$ is