Q. 92
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1Step 1. Given Information.
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2Step 2. Theorem
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Other exercises in this chapter
Q. 91
Prove part (b) of Theorem 3.10: If both f and f' are differentiable on an interval
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Prove part (b) of Theorem 3.10: If both f and f' are differentiable on an interval I, and f'' is negative on I, then f is concave down on I.
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Prove Theorem 3.11 (b): If x=c is a critical point of f , both f and f' are differentiable near x=c, and if f''(c) is negative, then f
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Prove that every quadratic function is either always concave up or always concave down.
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