derivatives are the functions required to find the turning point of curve
Yes.
The derivative is the inverse of the integral. ∫ f'(x) dx = f(x) + C
The rules of derivatives are composed by the findings of 17th century scientists and mathematicians, Sir Isaac Newton and Gottfried Leibniz.
Most people rarely sit down and think that they are calculating derivatives, however derivatives are used in almost every process that we do. Simple driving uses derivatives to calculate speed. Computers use derivatives for a lot of signal processing algorithms. The stock market uses derivatives to see if a stock how stocks are changing. Anything that relates two values at different times most likely uses a derivative process.
what is derivatives in banking
there is a reciprocal relationship between the spatial pattern and the spatial process.
The relationship goes in both directions. Spatial processes give rise to spatial patterns, which can be observed, whereas spatial processes themselves usually cannot; and spatial patterns create constraints on how spatial processes are realized.
SPATIAL - pertaining to coordinates or dimensions in a space
Spatial process refers to the mechanisms or processes that create spatial patterns in a geographical area. Spatial pattern, on the other hand, describes the arrangement or distribution of a specific feature or phenomenon across space. Essentially, spatial process influences the spatial pattern that emerges in a given area.
this site has info/formulas about derivatives and limits: http://www.scribd.com/doc/14243701/Calculus-Derivatives-Formula
what is the definition for spatial perspective
lunar is spatial to the moon
what mean Spatial perspective? Please answer for Definition.....
The word root of "spatial" is "spatium," which means space or area in Latin.
spatial relations
derivatives are the functions required to find the turning point of curve