Examples of using The value of the function in English and their translations into Ukrainian
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Colloquial
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Ecclesiastic
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Computer
Calculate the value of the function at the point.
Border nemerenno function when it is equal to the value of the function at the point.
Xi, Yi, Zi is the value of the function at each point along the three axes.
Intervals of increase, decrease, and extreme points(and the value of the function at these points).
So, the idea is now that the value of the function became public, but nothing else is revealed about the individual inputs.
Intervals of increase, decrease, and extreme points(and the value of the function at these points).
The value of the function is all values that a function can take(variable) for all from the field definition of the function. .
And yet nothing other than the value of the function is revealed.
And then, it publishes the value of the function, to the world.
Even if the Taylor series of a function f does converge,its limit need not in general be equal to the value of the function f(x).
And the question is, how can they do that, such that the value of the function is revealed, but nothing else is revealed about the individual votes?
Terms: independent variable, or argument, independent variable, or function,- the value of the function at the point.
If the function spadano a lot, the more the value of the function corresponds to the least value of the argument from this set.
We see that gradient descent leads us to the bottom of the bowl, that is, to the point where the value of the function F{\displaystyle F} is minimal.
The value of the function could be given either by an analytic expression or by a condition which offers a means for testing all numbers and selecting one from them, or lastly the dependence may exist but remain unknown.
Border nemerenno function when it is equal to the value of the function at the point.
In the simplest case, an optimization problem consists of maximizing or minimizing a real function by systematically choosing input values from within anallowed set and computing the value of the function.
Such that at the end of the protocol all of a sudden the value of the function becomes known to everybody.
If the function is increasing on some set, the greater the value of the function there corresponds a large value of the argument from this set.
And then, for each spawn point,walk the graph adding to the annotated chance the value of the function for the current spawn point.
Thus a function is analytic in an open disc centred at b if andonly if its Taylor series converges to the value of the function at each point of the disc.
A Taylor series can be used tocalculate the value of an entire function in every point, if the value of the function, and of all of its derivatives, is known at a single point.
We calculate the values of the function at these points.