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Finding point of inflection
Fx= 2/x-4/x^2
I take second derivative tesr that is
4(x-6)/x^4
And point of inflection is 6 but in book there is two point of inflection 2/9 ,6
Malik
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x = 6, y = 2/9 is a point of inflexion. Cannot find any others.
Bob
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Your answer is correct, but you have made a mistake and misunderstood the book. The point of inflection is not x in fact any point is an ordered pain (x,y) so the value of x which you have found is the first component of the point of inflection and the second component (which is y) can be found by substituting x=6 in the original equation, so we have:
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