Приклади вживання Second derivative Англійська мовою та їх переклад на Українською
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Show second derivative.
On Σn, the"radial" second derivative.
Second derivative test.
Find the second derivative.
Second derivative power rule.
Or to find the second derivative.
Second derivative, convex functions.
Derivative(mathematics) Second derivative.
The second derivative, inflection point.
Where the last term is the second derivative expression.
The second derivative, inflection point Cubens.
It is possible to write a single limit for the second derivative:.
Chirpyness, second derivative of instantaneous phase.
The sign function is not continuous at zero and therefore the second derivative for x= 0{\displaystyle x=0}.
The second derivative of a quadratic function is constant.
The limit above just gives a possibility for calculating the second derivative but does not provide a definition.
The second derivative of f is the derivative of f′, namely.
Please note that the existence of the above limit does not mean that the function f{\displaystyle f}has a second derivative.
Discrete Second Derivative from Unevenly Spaced Points.
In the limit that\Delta x approaches zero,the left hand side is the definition of the second derivative of y:.
The second derivative of a function f measures the concavity of the graph of f.
The power rule for the first derivative, if applied twice,will produce the second derivative power rule as follows:.
The second derivative and the study of the function of the bulge and gnutt.
Just as the first derivative is related to linear approximations, the second derivative is related to the best quadratic approximation for a function f.
The second derivative generalizes to higher dimensions through the notion of second partial derivatives. .
The eigenvalues of this matrix canbe used to implement a multivariable analogue of the second derivative test.(See also the second partial derivative test.).
Returns true if the second derivative of the function with the ID id is visible, otherwise false.
If the second derivative of a function changes sign, the graph of the function will switch from concave down to concave up, or vice versa.
The graph of a function with a positive second derivative is upwardly concave, while the graph of a function with a negative second derivative curves in the opposite way.