Examples of using Value of the function 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
To see the value of the function, in the point.
For each small segment,we can choose one value of the function f x.
Just like we said before,the volume above it is equal to the value of the function.
And in this region the value of the function is negative, so I'm going to move in that direction.
First of all lets just think about the value of the function there.
If I'm in this region, the value of the function is positive so I will move in that direction.
Limit as we approach zero from the left should be equal to the value of the function at zero.
In the third iteration, the value of the function at the H-vertex is calculated to obtain Z 30.
It is crucial which point in each of the small intervals is used to compute the value of the function.
So thats why the limit has to be equal to the value of the function in order for it to be continuous.
In both cases, the value of the function at the removable singularity at zero is understood to be the limit value 1.
But having a positive slope means that the value of the function is increasing.
When you select one of these functions, the value of the function selected, namely the value of the octave transposition of the Pan of the Reverb and Chorus of the sounds assigned to the Bass and Chord tracks are displayed in the above box, which by default shows the volume.
Because the height at this point is going to be the value of the function, roughly, at this point.
So the value of the limit as we approach from the left is the same as the value of the function.
In this dynamical system if I'm in this region, the value of the function is negative, right, so I'm going to move in this direction.
A contraction process is applied to the continued fractions originated by these methods, which results in new continued fractions,characterized by converges more quickly to the value of the function than the own series.
In the previous analysis relative maximum meant that the value of the function at a critical point was strictly greater than the values at nearby points.
Also it is important to see that the Rx operation doesn't change the value of the function on boolean inputs.
At the start of communication,the number of choices for the value of the function on the inputs is the size of matrix, i.e. 2 2 n{\displaystyle 2^{2n.
Note however that although the slope is being computed at x, the value of the function at x is not involved.
There doesn't have to be a hole there;the limit could equal actually a value of the function, but the limit is more interesting when the function isn't defined there but the limit is.
Z a real matrix of size(n1,n2), the values of the function.
Calculus, the identification of the arguments and values of the functions are clear.
In this case, the values of the function f on an interval are approximated by the average of the values at the left and right endpoints.
Z real matrix of size(n1,n2), the values of the function or a Scilab function which defines the surface z=fx, y.
Z real matrix of size(n1,n2), the values of the function on the grid or a Scilab function which defines the surface z=fx, y.