. Applied optimization • Reading from my notes: Section 4.8 (pages 37838). Reading from the textbook: Section 4.6 throug
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. Applied optimization • Reading from my notes: Section 4.8 (pages 37838). Reading from the textbook: Section 4.6 throug
. Applied optimization • Reading from my notes: Section 4.8 (pages 37838). Reading from the textbook: Section 4.6 through "Examples from Mathematics and Physics" (pages 255-258) Exercises due on March 25 Friday (submit these here on Canvas or in class): 1. If y = f(x), where fis a differentiable function, and x can take any value, then what should f'(x) be to maximize y? 2. If the limit of u, as x approaches 1. is oo, then is there a maximum value of u and if so, then what is it? 3. If u takes only positive values and the limit of u, as x approaches 1, isothen is there a minimum value of u, and if so, then what is it? .
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