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4.2

Increasing and Decreasing . 4.2. A function is increasing over an interval if the derivative is always positive. A function is decreasing over an interval if the derivative is always negative. A couple of somewhat obvious definitions:.

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4.2

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  1. Increasing and Decreasing 4.2

  2. A function is increasing over an interval if the derivative is always positive. A function is decreasing over an interval if the derivative is always negative. A couple of somewhat obvious definitions:

  3. Find the local extrema of the given function and tell on which intervals the function is increasing and decreasing.

  4. Find the local extrema of the given function and tell on which intervals the function is increasing and decreasing.

  5. Find the local extrema of the given function and tell on which intervals the function is increasing and decreasing.

  6. Find the local extrema of the given function and tell on which intervals the function is increasing and decreasing.

  7. Homework pg 192 #1-12 all, 35-38 all

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