Examples of using The derivatives in English and their translations into Hebrew
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
-
Programming
Learn more about the derivatives market>
The derivatives of space with respect to time are velocity, acceleration, and jerk.
So let's figure out what that is in terms of the derivatives of v.
And the derivatives, I think, are the centerpiece of this entire problem today.
I'm now going todo some more examples of a bit of a review of some of the derivatives that we have been seeing.
People also translate
Currently, the derivatives found are aimed at identification and commodity analysis in the city of Novosibirsk.
Add to this geopolitics, socio-economic/cultural environment, and we get the derivatives from which Ryukyū-di developed.
Stock options trading(on the derivatives market) is discontinued during the time the safeguard mechanism is activated for transactions in the underlying share.
You know, after generating a parameterization for this curve, going in that direction,taking the derivatives of x of t and y of t.
Avoid the barbecues, since in the smoke of this form of cooking we find the derivatives of the benzapyrenes, which pass to the meat and are carcinogenic.
And then we started with the Laplace Transform of y, and then you can almost view the Laplace Transform as a kind of integral,so we kind of take the derivatives, so then you get y.
This time, two bank-friendly industry groups sued the Commodity Futures Trading Commission(CFTC)to stop it from implementing“position limits” in the derivatives market.
In the product rule, we take the derivative of the first function times the second function.
Take the derivative of both sides….
So we want the derivative of this.
And now we can use the derivative.
Positive market value of the derivative at a given date.
So the derivative of y with respect to x is equal to-- what's the derivative of this with respect to x?
So we could writemu of x is equal to d, the derivative of mu with respect to x, times x.
And this term would be 0, and then the derivative of psi with respect to x would be just the partial of psi with respect to x.
It's the derivative of y with respect to y is 1, times the derivative of y with respect to x, which is just y prime.
Then that equals the derivative of the first times the second function,plus the first function times the derivative of the second.
So if we can figure out y,then we can rewrite this equation as dx, the derivative of psi, with respect to x, is equal to 0.
So this is g of x andthen I would take the derivative of f of x. f prime of x.
So what I do, I just take the derivative of 2x plus 3 first.