entVUE file:///Users/aubre... Google Docs sy critical points (3x... UCARD U-Login bio 1610 page P Pearson Sign In MAA MATHEMATICAL ASSOCIATION OF AMERICA ing2023-90 / 6 / 15 Previous Problem Problem List Next Problem 6: Problem 15 (1 point) For f(a) = 4a2 - 4x + 2, use the Second Derivative Test to identify the local extrema. The critical point is x = . The local extreme value is f(x) = At the critical point, the second derivative is equal to ; therefore, a local occurs at the critical point. (Put in "MIN" for minimum, "MAX" for maximum.) See Example 4 page 164 for a similar example. Note: You can earn partial credit on this problem. Preview My Answers Submit Answers You have attempted this problem 19 times. Your overall recorded score is 75%.MAA Logged MATHEMATICAL ASSOCIATION OF AMERICA ng2023-90 / 6 / 19 Previous Problem Problem List Next Problem 6: Problem 19 (1 point) Consider the function f(x) - -2x3 + 27x2 - 108x + 3. This function has two critical points A