0
Want this question answered?
Be notified when an answer is posted
Add your answer:
Earn +20 pts
What is the function whose domain is a set of consecutive integers there are finite and infinite?
sequence
Is the number of asteroids over 0.5 miles?
It is a finite number.It is a finite number.It is a finite number.It is a finite number.
Use finite in a sentence?
There are a finite number of apartments. Finite numbers may be large or small. There are a finite number of states. The number of molds in my fridge is not exactly finite.
What is an example sentence for the word finite?
Coal is a finite resource on Earth.The finite resources will eventually run out.
Why a finite automaton is called finite?
I would guess that is because it has a finite number of different states. (It is also known as a finite-state machine.)
Let f be a function with a finite domain The graph of f is necessarily made up of a finite number of points?
true
Can a function have an infinite number of values in its domain and only a finite number of values in its range?
Yes. A function is a rule to assign a value based on some other value; you can make the function equal to a constant for all values of a variable "x", or you can make it equal to a few values. Commonly used functions of this type include the integer function (take the integer part of a number), which, if you consider a finite domain (for example, all numbers from 0 to 10), has an infinite number of values in the domain, but only a few specific values in its range; and the sign function.
What are the differences between finite and infinitete verb?
A finite verb is a verb that has a complete meaning eg I am dancing.while an infinite verb is a verb that deosn't have a complete meaning eg dancing.
What is the function whose domain is a set of consecutive integers there are finite and infinite?
sequence
What is well behaved wave function?
List of the characteristics a well-behaved wave function are ..The function must be single-valued; i.e. at any point in space, the function must have only one numerical value.The function must be finite and continuous at all points in space. The first and second derivatives of the function must be finite and continuous.The function must have a finite integral over all space.
What is a minimum function?
The minimum function is the function that takes two arguments and returns the smallest of the two. Alternatively the function can take any finite amount of arguments and return the smallest.
Differences between finite and infinite loop?
A finite loop executes a specific number of times based on its condition, while an infinite loop runs indefinitely without cessation. Finite loops have a predetermined endpoint, while infinite loops continue without a defined stopping condition until manually interrupted. Improperly written infinite loops can lead to system crashes or unresponsive programs.
Why does a wave function has to be finite?
The requirement on a wave function is not that it has to be finite but that it has to be finite when integrated over all of space, although the first usually follows from the second (there are exceptions). This is because integrating a wave function over a region of space gives a measure of finding the particle (or whatever the wave function describes) in that region of space. Now, one would reasonably expect that if one would integrate over all of space one would find a finite answer. This is because the chance to find the particle somewhere should be 100%. If the integral is infinite this means the chances of finding the particle are also infinite, which is not a sensible concept in chance theory.
What has the author L A Sakhnovich written?
L. A. Sakhnovich has written: 'Interpolation theory and its applications' -- subject(s): Interpolation 'Integral equations with difference kernels on finite intervals' -- subject(s): Finite differences, Integral equations
What has the author Marcel J Crochet written?
Marcel J. Crochet has written: 'Numerical simulation of non-Newtonian flow' -- subject(s): Finite differences, Finite element method, Fluid dynamics, Non-Newtonian fluids
Is the infinite probability wave function a contradiction in terms?
No it is simply a nonsense. Wave functions describe finite probabilites.
What has the author Gary L Zuliani written?
Gary L. Zuliani has written: 'Aerodynamic flow calculations using finite-differences and multigrid'
