Examples of using Some function in English and their translations into Hebrew
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Colloquial
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Ecclesiastic
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Computer
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Programming
There are experimental therapies that could be employed that have resulted in restoration of some function.
So knowing that it's exact, it tells us that there's some function psi, where psi is a function of x and y.
it goes to 1 at some value c times some function that's shifted by c to the right.
So the Laplace transform of our shifted delta function t minus c times some function f of t, it equals e to the minus c.
that is equal to some function of s.
The Laplace Transform of just f of t is equal to this, which is some function of s.
We have shown is equal to-- well I will write the notation-- it's equal to some function of s.
Antiderivative of both sides, and there's some constant h of y-- not constant, there's some function of y-- h of y that we might have lost when we took the partial with respect to x.
if I want some function where I take a second derivative
And I think it's a very interesting question-- what is there about the way the colony is organized that might give some function to a reserve of ants who are doing nothing?
dy dx is equal to some function, let's call that G,
you might have lost some function that's only a function of y.
What we say is, since we have shown this exact, we know that there's some function psi where the partial derivative of psi with respect to x is equal to this expression right here.
They give us that the Laplace transform of some function is equal to 2 times s minus 1 times e to the minus 2s,
So we can now show that the Laplace transform of the unit step function times some function t minus c is equal to this function right here,
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So the Laplace transform of the unit step function that goes up to c times some function shifted by c is equal to e to the minus cs times the Laplace transform of just the original function times the Laplace transform of f of t.
If I have a of x-- so some function only of x-- times the second derivative of y,
is very complex and each of its elements makes possible the realization of some function of great importance for the development of activities that normally should be performed,
associated latent variable and averaging the values, or some function of the values, of the points in each group.