Consider function y(x) = 24-x³-12x², -3≤ x ≤ 4. Which one of the following statements is true?

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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Consider function y(x) = x4 – x³ - 12x², -3 ≤ x ≤ 4. Which one of
the following statements is true?
O a) The maximum value of this function is 9, and the minimum value of this
function is -63.
b) The maximum value of this function is 0, and the minimum value of this
function is -63.
Oc) The maximum value of this function is 27, and the minimum value of this
function is -40.
d) The maximum value of this function is 0, and the minimum value of this
function is -40.
e) The maximum value of this function is 0, and the minimum value of this
function is -16.
Of) The maximum value of this function is 2, and the minimum value of this
function is -16.
Transcribed Image Text:Consider function y(x) = x4 – x³ - 12x², -3 ≤ x ≤ 4. Which one of the following statements is true? O a) The maximum value of this function is 9, and the minimum value of this function is -63. b) The maximum value of this function is 0, and the minimum value of this function is -63. Oc) The maximum value of this function is 27, and the minimum value of this function is -40. d) The maximum value of this function is 0, and the minimum value of this function is -40. e) The maximum value of this function is 0, and the minimum value of this function is -16. Of) The maximum value of this function is 2, and the minimum value of this function is -16.
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