The minimum point of the function (x^3/3) – x is at
- A. x = 1
- B. x = –1
- C. x = 0
- D. x = 1/√3
Answer: A. x = 1
Explanation: f'(x) = x² − 1 = 0 gives critical points x = ±1. Since f''(x) = 2x, f''(1) = 2 > 0 indicates a local minimum at x = 1.
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The minimum point of the function (x^3/3) – x is at
Answer: A. x = 1
Explanation: f'(x) = x² − 1 = 0 gives critical points x = ±1. Since f''(x) = 2x, f''(1) = 2 > 0 indicates a local minimum at x = 1.
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