How to use in-sentence of “derivative”:
+ This is key in understanding the relationship between the derivative and the integral; acceleration is the derivative of velocity, which is the derivative of distance, and distance is the antiderivative of velocity, which is the antiderivative of acceleration.
+ In difficult situations, the acceleration can be calculated using mathematics: in calculus, acceleration is the derivative of the velocity,.
+ In the context where it is defined, the derivative of a function measures the rate of change of function values with respect to change in input values.
+ This describes the derivative and integral as inverse processes.
+ If a person watches a movie, and then writes a story about the people in the movie, that story is a derivative work.
+ The derivative of the inside function would be 2″x”, which is multiplied by.
Example sentences of “derivative”:
+ Its Latin name is “Wermelandia”; its English derivative is “Wermland” or similar variation.
+ In this case, the problem is reduced to finding a function by its derivative related to some other expressions.
+ Mathematicians have grown this basic theory to make simple algebra rules—which can be used to find the derivative of almost any function.
+ It is a derivative of Piperazine.
+ Adding these slices together gives the equation that the first equation is the derivative of.
+ In finance, a derivative is a special type of contract.
+ If after hearing a song, someone sings the same tune with different words, the song they sung is a derivative work.
+ In the context where it is defined, the derivative of a function is a measure of the rate of change of function values with respect to change in input values.
+ One application of the derivative is listed below.
+ The reader will note that the symbol denotes that the partial derivative of the wave function is being taken.
+ In this case, Yank is the rate of change of the derivative of momentum.
+ It is also the derivative of the force.
+ In the law, if someone else has a copyright on something, no one is allowed to create a derivative work unless they say it is allowed.
+ Its Latin name is "Wermelandia"; its English derivative is "Wermland" or similar variation.
+ In this case, the problem is reduced to finding a function by its derivative related to some other expressions.
+ Mathematicians have grown this basic theory to make simple algebra rules—which can be used to find the derivative of almost any function.
More in-sentence examples of “derivative”:
+ The derivative of the outside function would be, where "x" is replaced by the inside function.
+ A constant function does not change, so its derivative is 0.
+ The SA-330 Puma gave birth to a derivative extensively modified, designated AS-332 Super Puma.
+ The derivative of the outside function would be, where “x” is replaced by the inside function.
+ A constant function does not change, so its derivative is 0.
+ The SA-330 Puma gave birth to a derivative extensively modified, designated AS-332 Super Puma.
+ A derivative is the steepness, as the rate of change, of a curve.
+ Translations of copyrighted text, even from other Wikimedia projects, are derivative works, and attribution must be given to satisfy licensing requirements.
+ In calculus, the partial derivative of a function is the derivative of one named variable, where all other unnamed variables of the function are held constant.
+ A function’s derivative can be used to search for the maxima and minima of the function, by searching for places where its slope is zero.
+ In mathematics, the derivative is a way to show instantaneous rate of change: that is, the amount by which a function is changing at one given point.
+ In this context, the derivative of the function that gives the difference is taken in order to find the minimum.
+ The first step is usually to take the derivative of the initial function.
+ This template is a derivative of.
+ The thiol oxidises to give the disulfide bonddisulfide derivative cystine, which is important in many protein structures.
+ A derivative work is one that is based on something else.
+ The derivative is often written as.
+ That is, if the derivative of a function is zero everywhere, then the function is a constant function.
+ The problem with this is that there is no ‘one place’ where there is all of the history, but two: EnWP, up to the version where we “created our derivative work” i.e.
+ Which means “the th smoothed value of the time derivative of a radius R”.
+ Usually, although not always, the partial derivative is taken in a multivariable function.
+ This is basically the last step in solving for the derivative of a function.
+ However, individual contributions are not by themselves derivative works because they do not contain any of the original work, as the copyright still remains with the author.
+ If a movie is made, but they do not go and see the movie, and then they write a book that has the same story as the movie, that is not a derivative work.
+ Thus Dirac delta function can be view as the derivative of Heaviside function.
+ Plug in a value from each interval into the first derivative of the function.
+ That is, the slope is still 1 throughout the entire graph and its derivative is also 1.
+ That is, the derivative in one spot on the graph will remain the same on another.
+ The derivative has many real life applications.
+ We need to keep an eye out for unattributed derivative works.
+ The first derivative test is used in calculus optimization problems.
+ If we have a function, then the second derivative of the function can be found using the power rule for second derivatives.
+ The Multiple-purpose Vehicle or MPV is a purpose-built departmental derivative of a diesel multiple unit.
+ An important fact to remember in calculus is that the Derivative derivative of a constant is always zero.
+ The function f has the derivative f’.
+ The existence of stalemate is a main reason why draws are common in chess, but rare in the chess derivative shogi.
+ The derivative r’ is proportional to the parameter “b”.
+ In calculus, the first derivative test is used to determine local :en:Maxima_and_minimamaxima and minima of a function.
+ The derivative can be thought of as measuring the change of the value of a variable with respect to another variable.
+ Critical points are values in the domain of a function where its derivative is 0 or undefined.
+ The derivative of y with respect to x is defined as the change in y over the change in x, as the distance between becomes infinitely small.
+ The result is called derivative or slope of f at the point.
+ To find the instantaneous acceleration, one simply takes the derivative of the instantaneous velocity function.
+ In January 2017, 32-bit support was discontinued, but a derivative by the community called Arch Linux 32 has been produced for 32-bit systems.
+ An integral is the reverse of a derivative derivative, and integral calculus is the opposite of differential calculus.
+ In other words, the partial derivative takes the derivative of certain indicated variables of a function, and does not differentiate the other variable.
+ To find the critical points of a function, compute the first derivative of the function and set it equal to zero.
+ The logarithm of 5 is a constant, so its derivative is 0.