definite integral

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  • noun

Words related to definite integral

the integral of a function over a definite interval

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As the screen suggests, this particular device represents an indefinite integral by leaving blanks where the limits of a definite integral might appear.
When they represent the area of the region, John made a correct definite integral while David, although he has the correct illustration, failed to have a correct definite integral.
Students can learn how to enhance the usefulness of their electronic devices by writing simple programs, with the help of their teachers, to implement Newton's method or approximate a definite integral through a weighted average of the trapezoid and the midpoint approximation, which happens to be Simpson's method with 2 n steps.
In this paper, a novel algorithm based on Harmony search and Chaos for calculating the numerical value of definite integrals is presented.
A Mixed quadrature rule for approximate evalution of real definite integrals.
There are four chapters: The Nature of the Infinite Process, The Definite Integral, Differential and Integral Calculus, and Applications to Problems of Motion.
45) that need to be computed; each term consists of one definite integral.
Using similar reasoning, it can be shown that instantaneous tempo may also be found by taking the definite integral of a function for acceleration.
A definite integral whose limits are the beginning and end of the production period relate the value of labor inputs and time to the value of output.
the definite integral from negative infinity to infinity of] t(x)dx / [the definite integral from negative infinity to infinity of] f(x)dx
The topics include integration using trigonometric identities, integration by parts, the fundamental theorems of calculus, applying the definite integral to compute the area of a plane figure, and methods of solving ordinary differential equations of the first order and of the first degree.
Thus it is equal to the definite integral [[integral].
A use of the definite integral is to determine the area between a curve and the horizontal axis (see Figure 1).