How to find relative extrema
find all relative extrema of f ( x) = 2 3 x 3 − 2 x to do this, we will: 1) find the critical points of f ( x) on the domain − ∞ < x < ∞ 2) create and test intervals between critical points to see where f ( x)
find all relative extrema of f ( x) = 2 3 x 3 − 2 x to do this, we will: 1) find the critical points of f ( x) on the domain − ∞ < x < ∞ 2) create and test intervals between critical points to see where f ( x)
To find relative maximums, we need to find where our first derivative changes sign. To do this, find your first derivative and then find where it is equal to zero. Begin with: at This means we
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Mathematical equations can often be confusing, but there are ways to make them clearer. By using simple language and breaking the equation down into smaller pieces, you can help your reader understand what the equation is trying to say.
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To find the relative extrema of a function, simply find the function's critical points by using the derivative. Then, see how the derivative behaves around the critical point. If it