Examples of using Function is defined in English and their translations into Bulgarian
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Colloquial
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Official
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Medicine
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Ecclesiastic
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Ecclesiastic
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Computer
If the function is defined by.
If x satisfies this condition right over here the function is defined.
A function is defined this way.
So once again this function is defined for -2.
Function is defined by purpose.
The basis function is defined as.
This is so because of the way the transfer function is defined.
The function is defined from-∞ to∞ and takes values from -1 to 1.
That's the set of all numbers for which this function is defined.
A function is defined for all real numbers and satisfies and for all.
So these are the only numbers for which this function is defined.
The function is defined on the set of all rational numbers and has values in.
The preceding code works, even though the function is defined below the code that uses it.
A function is defined on the complex numbers by where and are positive numbers.
The domain of a function is the set of all values for which the function is defined.
You have the function is defined, it's negative 3x squared, so you have this second degree term here.
The domain of a function, that's a set of all the inputs for which the function is defined.
The World function is defined only for even values of i because one step is made of two points in time.
Now, the mean value theorem tells us that if this function is defined on this interval, and it is, right?
Cognitive function is defined as the intellectual process by which one becomes aware of, perceives, or comprehends ideas.
In mathematics, the domain of definition or simply the domain of afunction is the set of"input" or argument values for which the function is defined.
So, the density was that our density function is defined to be x, y, and z, and we wanted to figure out the mass of this volume.
In mathematics, and more specifically in naive set theory, the domain of definition(or simply the domain)of a function is the set of"input" or argument values for which the function is defined.
Cognitive function is defined as the intellectual process by which an individual becomes aware of, comprehends and perceives ideas.
A Finsler space is a generalisation of a Riemannian space where the length function is defined differently and Minkowski 's geometry holds locally.
You are dealing with an odd function if andonly if f of x for all the x's that are defined on that function or for which that function is defined.
So now we're not thinking about the x's for which this function is defined we're thinking about the set of y values, what is where do all the y values fall into?
If the range of one function is a subset of the domain of another,then a composite function is defined by applying the functions successively.
Socionics assumes that if a first(basic) function is defined in an individual as extraverted, then the entire socionic type will be defined as extraverted.
Also, since the this value is determined by the containing function in which the arrow function is defined, you cannot change the value of this using call(), apply(), or bind().