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Find the absolute maximum and minimum values of each function on the given interval. Then graph the function. Identify the points on the graph where the absolute extrema occur, and include their coordinates.$$F(x)=-\frac{1}{x}, \quad-2 \leq x \leq-1$$

Absolute Min: 0.5; Absolute Max: 1

Calculus 1 / AB

Chapter 4

Applications of Derivatives

Section 1

Extreme Values of Functions on Closed Intervals

Derivatives

Differentiation

Applications of the Derivative

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for this question, we given ffx people tonight of one over X and we're Asif on absolute extreme rallyists or absolute maximums and minimums on the interval from than you to disaster able to act such as lost in equal to negative one. Now another dysfunctions continuous A. There's no minimums or maximums on this interval so we can go ahead. Just plug in our numbers. So we have a evening two is equal to this will be wilder and I get one learning to which is equal to 1/2. Then we have us with 91 which is equal to maybe have one over negative one which is equal to one. So we have our absolute then mom. But what half under absolute maximum, not one. The next time we need to do is in photographed this So we have made it one over X. I'm a *** too, which is of Leicester equal extra success in equal to named of one. And so actually weaken your half has people to 0.5. So consider this over here is 0.5 so we can find out our absolute minimum is that 0.5 and absolute maximum is that one

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