Mindmap
CONCEPT MAP FOURTH MOMENT
Inhalt der Mindmap
CONCEPT MAP FOURTH MOMENT
LOGARÍTMICA DERIVATION
- This method, as is the logarithmic derivation, we use to solve very complex exercises
- There are five main differences
- Express everything in terms of
- There are five main differences
- This method, as is the logarithmic derivation, we use to solve very complex exercises
CRITERION OF THE FIRST DERIVATIVE
- can be
- positive
- It is growing function
- method
- calculate the first derivative
- determine the maximum and minimum values
- method
- It is growing function
- negative
- it is decreasing function
- method
- get the formula of the function
- method
- it is decreasing function
- positive
- can be
CRITERIA OF THE SECOND DERIVATIVE
- can be
- less than zero
- it's function with dig up
- greater than zero
- it's function with digging down
- less than zero
- it serves to determine
- with cavity down
- negative
- relative maximum
- negative
- with cavity facing up
- positive
- relative minimum
- positive
- with cavity down
- can be
GRAPH OF FUNCTIONS APART FROM THE LIMIT AND THE DERIVATIVE
- from
- limit
- by
- right
- we can find
- left
- we can find
- indeterminate forms
- used
- used
- indeterminate forms
- we can find
- right
- by
- limit
- from
THEOREM OF L'HOPITAL CRITERIA ONE TWO AND THREE
- when they have
- indeterminations in the limits
- of type
- 0/0
- inf/inf
- of type
- indeterminations in the limits
- when they have
APPLICATION TO ENGINEERING
- a function measures the speed with which the value of said mathematical function changes
- applied in civil engineering
- understand and derive formulas that then have an important application in the industry
- for
- find maximum or minimum values of certain expressions
- for example
- complex investment in financial economy
- for example
- find maximum or minimum values of certain expressions
- applied in civil engineering
- a function measures the speed with which the value of said mathematical function changes
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- Mindmap am CONCEPT MAP FOURTH MOMENT, erstellt von jean carlos baquero riveros am 10/05/2019.
- Erstellt von
- jean carlos baquero riveros
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