Examples of using Function is defined in English and their translations into Portuguese
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Colloquial
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Official
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Medicine
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Financial
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Ecclesiastic
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Ecclesiastic
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Computer
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Official/political
A function is defined by two components.
The web2py_component(url, id) function is defined in"web2py_ajax.
This function is defined in terms of Maxima's built-in error function erf.
That's the set of all numbers for which this function is defined.
Comments: This function is defined for PC/XT fixed disk drives only.
So these are the only numbers for which this function is defined.
Member Functions This kind of function is defined inside a class, object, or interface.
The body of a function is not evaluated when the function is defined.
Notice that the function is defined in HTML(although it could also contain Python code) so that response.
In addition, there may exist a probability distribution associated with the points where the function is defined.
Now, the mean value theorem tells us that if this function is defined on this interval, and it is, right?
If a function is defined in more than one library, the default search algorithm loads thode contained in the newest.
Recursion in computer programming is exemplified when a function is defined in terms of simpler, often smaller versions of itself.
The radius variable does not get a value here.Frequently new programmers get confused because parameter variables aren't given a value when the function is defined, so it doesn't look legal.
Since the function is defined for all one can still take the limit as"x" approaches 1, and this is the definition of the Abel sum: :formula_10===Euler and Borel===Euler applied another technique to the series: the Euler transform, one of his own inventions.
Given the name of a function get_function_path returns the absolute pathname of the function source file if the function is defined in a Scilab library(see lib) or[] if name does not match any library function. .
Formal definition==A set"S" of natural numbers is called recursively enumerable if there is a partial recursive function whose domain is exactly"S",meaning that the function is defined if and only if its input is a member of"S.
A set S of natural numbers is called recursively enumerable if there is a partial recursive function whose domain is exactly S,meaning that the function is defined if and only if its input is a member of S. The following are all equivalent properties of a set S of natural numbers: Semidecidability: The set S is recursively enumerable.
Otherwise, the function was defined in a string where source is that string.
The notion of lower bound for(sets of) functions is defined analogously, with≤ replacing≥.
Objective functions were defined and used simultaneously to calibrate the model.
Source: If the function was defined in a string, then source is that string.
The functions are defined as: where: δ(x)is the Dirac delta function, also called the unit impulse.
In Kotlin, functions are defined using the fun keyword, as shown in the following example.
Bonus features and their functions are defined locally, so please contact your operator to obtain this information.
Often, n will be viewed as a code for an ordered pair of natural numbers,particularly when functions are defined via enumeration operators.
For each technique, limit state functions are defined related to the operational limitations or design requirements. their evaluation is made from structural responses obtained from finite element models.
This is defined for all partial functions"f" and"g" so that: formula_22holds if andonly if for any choice of arguments either both functions are defined and their values are equal or both functions are undefined.