Examples of 'derivative of f' in a sentence
Meaning of "derivative of f"
derivative of f - In mathematics, the derivative of a function f represents the rate at which f changes with respect to its input variable
How to use "derivative of f" in a sentence
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derivative of f
This is the partial derivative of f with respect to x.
And then this is minus the integral of the derivative of f of x.
The derivative of f of x simplifies things a lot.
And here where we have the derivative of f of x times g of x.
The derivative of f is the function.
Later we want to take the derivative of f of x.
Partial derivative of f with respect to x.
Calculate the second derivative of f.
The first derivative of f is given by.
The points where this is not true are determined by a condition on the derivative of f.
So this is the derivative of f with respect to t.
The quotient at the right hand side is called the logarithmic derivative of f.
It is called the derivative of f with respect to x.
This is the same thing as saying A times the derivative of f of x.
So the derivative of f.
See also
We want to figure out what f prime of x, what the derivative of f of x is.
The directional derivative of F in the direction.
Because the source and target of f are one-dimensional, the derivative of f is a real number.
We can write the derivative of f at the point a in two different ways,.
Such a line is called the tangent, and its slope is called the derivative of f at x.
And that means that the derivative of f is going to be equal to 1.
So let me do that over here. So the derivative of f.
This is the same thing as the derivative of f of x plus the derivative3 of g of x.
Where the right hand side is Joseph-Louis Lagrange 's notation for the derivative of f at x.
Find the value of the sixth derivative of f evaluated at zero.
Therefore, the derivative of f at point a is f ' ( a ) in accordance with normal analysis notation.
Find the second derivative of f.
Note that the derivative of f in the error term increases by 2 for every other rule.
That 's going to be the derivative of f of x.
The second derivative of f is the derivative of f ′, namely.
So this is g of x and then I would take the derivative of f of x . f prime of x.
The partial derivative of f with respect to x -- and still a function of x and y, right?
Part c: Find the value of the sixth derivative of f evaluated at zero.
It relies on the fixed-point method and on a particular function, g, related to the derivative of f.
The fourth degree term is the fourth derivative of f evaluated at zero divided by 4 factorial.
In a fully developed, steady state, the time derivative of f.
But this [ UNlNTELLlGIBLE ] derivative of f of x is f prime of x.
We're going to call that f prime of x. That's going to be the derivative of f of x.
Note that the derivative of f changes its sign at x = 0, but without attaining the value 0.
We can write the second derivative of f like f ''.
Denotes the partial derivative of f { \ displaystyle f }.
For the function whose value at x is the derivative of f at x, we write,.
Well what 's the derivative of f of x?
F, f 3 to mean the third derivative of f, etc.
So this -121 must be the sixth derivative of f evaluated at zero.
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Examples of using Derivative
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Derivative values are calculated using notional amounts
Marketable securities and derivative financial instruments
Derivative financial instruments designated as hedging instruments
