Find the largest and smallest values of x³-18x²+96 in the interval (0,9) | Maxima And Minima

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Prove that, maximum and minimum values of the function `x^3 -18x^2 +96x` in the interval `(0,Prove that, maximum and minimum values of the function `x^3 -18x^2 +96x` in the interval `(0,
The maximum and minimum values of `x^3-18x^2+96x` in interval `(0,9)` areThe maximum and minimum values of `x^3-18x^2+96x` in interval `(0,9)` are
Prove that, maximum and minimum values of the function `x^3 -18x^2 +96x` in the interval `(0,Prove that, maximum and minimum values of the function `x^3 -18x^2 +96x` in the interval `(0,
Prove that maximum and minimum values of the function `x^3-18x^2 + 96x` in the interval `(0, 9Prove that maximum and minimum values of the function `x^3-18x^2 + 96x` in the interval `(0, 9
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