In fiction, continuity is a consistency of the characteristics of people, plot, objects, and places seen by the reader or viewer over some period of time. It is relevant to several media.
Continuity is particularly a concern in the production of film and television due to the difficulty of rectifying an error in continuity after shooting has wrapped up. It also applies to other art forms, including novels, comics, and video games, though usually on a smaller scale. It also applies to fiction used by persons, corporations, and governments in the public eye.
Most productions have a script supervisor on hand whose job is to pay attention to and attempt to maintain continuity across the chaotic and typically non-linear production shoot. This takes the form of a large amount of paperwork, photographs, and attention to and memory of large quantities of detail, some of which is sometimes assembled into the story bible for the production. It usually regards factors both within the scene and often even technical details, including meticulous records of camera positioning and equipment settings. The use of a Polaroid camera was standard but has since been replaced by digital cameras. All of this is done so that, ideally, all related shots can match, despite perhaps parts being shot thousands of miles and several months apart. It is an inconspicuous job because if done perfectly, no one will ever notice.
In comic books, continuity has also come to mean a set of contiguous events, sometimes said to be "set in the same universe."
Help on continuity!
1) Ok, i know how to find x, but how do you know if something is nonremovable or removable discontinuity?
like for this:
f(x)=|x+2|/(x+2)
i knoe its x=-2, but is it nonremovable or removable?
2) How do u do the continuity stuff with there:
f(x)=csc2x...
Hi, I have just one more problem :) here it is:
(because I don't know how to do theta, "@" will equal theta)
Find a value of K so that f(2) is continuous at @=0
( != means "not equal")
f(@) = ( (2sin@)/@ , @ !=0 )
( 5k , @=0 )
f(@) is a piecewise function
I don't know...
Hi guys. I am solving the axisymmetric free jet of an incompressible fluid. But I have troubles at r=0. Continuty equation can be written in cylindrical coordinates as:
1/r*d(rv)/dr + du/dz=0
v=radial velocity (v=0 at r=0)
u=axial velocity.
hz=delta(z)
hr=delta(r)
What happens at...
Consider f(x)=x^3-x^2+x+1
g(x)=\left\{\begin{array}{cc}{max\{f(t),0\leq t \leq x\}}\;\ 0\leq x \leq 1
\\ 3-x\;\ 1< x \leq 2\end{array}\right
Discuss the continuity and differentiability of g(x) in the interval (0,2)
I know how to do it
As f(x) is increasing function therefore max...
i'm trying to define what it would mean for a set to be continuous.
what i'd like to say is that S is continuous if it is homeomorphic to [0,1], (0,1], or (0,1). (perhaps that's redundant already?)
but I'm not sure if that captures all the sets i'd like to think of as continuous. my...
'Time and Indeterminacy vs. Continuity'
Sorry; I couldn't resist that.
(Peter Lynds theory)
What is time?
Dictionary.com/time:
'Time is a nonspatial continuum in which events occur in apparently irreversible succession from the past through the present to the future. An interval separating...
Is it just me or is it the text didn't explain well enough about continuity? I totally don't understand it. Not only that, when it covers about derivatives it first introduced another defination of slope. Then it says that the derivative of x^2 is 2x. How does slop relate to derivative?
Can...