A spacial derivativeis a measure of how a quantity is changing in space. This is in contrast to a temporal derivative which would be a measure of how a quantity is changing in time.
For instance, is you placed a metal bar with one end in ice water, and the other end in boiling water, you could measure the temperature along the bar. The temperature would be different at each point along the bar. The rate of change of this temperature along the bar is a spacial derivative.
(A temporal derivative would be if you took a hot piece of metal and put one end in ice, then measured the temperature at the other end over time, and found the rate at which it cools down.)
In mathematics it is usual, if given some function F, to denote spacial derivatives as dF/dx, dF/dy, dF/dz, or Fx, Fy, Fz, when dealing with normal Cartesian coordinates.
They are derivatives with respect to measures in space: normally length, area or volume.
derivatives are the functions required to find the turning point of curve
Yes.
Legation.
The derivative is the inverse of the integral. ∫ f'(x) dx = f(x) + C
They are derivatives with respect to measures in space: normally length, area or volume.
there is a reciprocal relationship between the spatial pattern and the spatial process.
there is a reciprocal relationship between the spatial pattern and the spatial process.
what is derivatives in banking
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.
The word root of "spatial" is "spatium," which means space or area in Latin.
what is the definition for spatial perspective
lunar is spatial to the moon
what mean Spatial perspective? Please answer for Definition.....
Spatial is a word pertaining to the measurement of space.I have a lack of spatial awareness.The man demonstrated great spatial capabilities in his physical examination.
spatial relations
this site has info/formulas about derivatives and limits: http://www.scribd.com/doc/14243701/Calculus-Derivatives-Formula