POINTS OF INFLECTION (OR INFLEXION)
EXAMPLE
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Inflection Points in Calculus: Minima, Stationary, and Non-Stationary, Study notes of Calculus
The concept of points of inflection in calculus, specifically focusing on local minima, stationary points, and non-stationary points. examples of functions with inflection points and explains the conditions for each type of inflection point.
What you will learn
- How can you identify a local minimum from a stationary point of inflection?
- What are the conditions for a non-stationary point of inflection?
- What are the different types of inflection points in calculus?
Typology: Study notes
2021/2022
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POINTS OF INFLECTION (OR INFLEXION)
EXAMPLE
In x= 0 there is a local minimun because !" !" = 0 and !!! !!!
0 Which means positive.
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- EVALUATION