Let f (x) = 6x3 - 18 x2 - 216x. Find the relative maximum and minimum values of f. Also find all inflection points of the graph of f and the intervals on which the graph of f is concave downward....

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Let f (x) = 6x3 - 18 x2 - 216x.<br>Find the relative maximum and minimum values of f. Also find all inflection points of the graph of f and the intervals on which the graph of f is concave downward. Enter the values of the endpoints in<br>the appropriate blanks and enter DNE in any unused answer blanks. Finally, sketch the graph of f, following the directions above, and bring it to your discussion section the day this assignment is<br>due.<br>Relative maximum values, with the x-values in increasing order:<br>Relative minimum values, with the x-values in increasing order:<br>The graph has inflection point(s) at: (x-values in increasing order)<br>The graph is concave downward on the following interval(s):<br>O (-, )<br>O (-0, a)<br>O (-0, a]<br>O (a, )<br>O [a, ∞)<br>O (-0, a) U (b, ∞)<br>O (-0, a] U [b, o)<br>O (-0, a) U (b, c)<br>O (a, b) U (c, o)<br>O (a, b)<br>

Extracted text: Let f (x) = 6x3 - 18 x2 - 216x. Find the relative maximum and minimum values of f. Also find all inflection points of the graph of f and the intervals on which the graph of f is concave downward. Enter the values of the endpoints in the appropriate blanks and enter DNE in any unused answer blanks. Finally, sketch the graph of f, following the directions above, and bring it to your discussion section the day this assignment is due. Relative maximum values, with the x-values in increasing order: Relative minimum values, with the x-values in increasing order: The graph has inflection point(s) at: (x-values in increasing order) The graph is concave downward on the following interval(s): O (-, ) O (-0, a) O (-0, a] O (a, ) O [a, ∞) O (-0, a) U (b, ∞) O (-0, a] U [b, o) O (-0, a) U (b, c) O (a, b) U (c, o) O (a, b)
The graph is concave downward on the following interval(s):<br>O (-∞, ∞)<br>O (-o, a)<br>O (-∞, a]<br>O (a, 0)<br>O [a, 0)<br>O (-~, a) U (b, ∞)<br>O (-∞, a] U [b, ∞)<br>O (-∞, a) U (b, c)<br>O (a, b) U (c, ∞)<br>O (a, b)<br>O [a, b]<br>O None of the above.<br>a =<br>b =<br>C =<br>symbolic formaltting help<br>

Extracted text: The graph is concave downward on the following interval(s): O (-∞, ∞) O (-o, a) O (-∞, a] O (a, 0) O [a, 0) O (-~, a) U (b, ∞) O (-∞, a] U [b, ∞) O (-∞, a) U (b, c) O (a, b) U (c, ∞) O (a, b) O [a, b] O None of the above. a = b = C = symbolic formaltting help

Jun 04, 2022
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