Examples of using Integrals in English and their translations into Romanian
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in using the properties of indefinite integrals in calculus is presented.
The latter term is generic, and refers not only to indefinite integrals(antiderivatives), but also to definite integrals.
How to find the volume of a solid of revolution generated by revolving a region bounded by the graph of a function around one of the axes using definite integrals?
Holds for all complex z values, where the integrals are absolutely convergent
sums, integrals or other complex mathematical formulas are necessary, use the equation editor of MSWord.
Complex integrals and calculations have no meaning when used incorrectly or in irrelevant cases.
solve systems of linear equations or evaluate integrals.
Line integrals of vector fields are independent of the parametrization r in absolute value,
binomial expansion, trigonometric formulas and tables of derivatives, integrals, laplace and fourier transforms.
In integral calculus, elliptic integrals originally arose in connection with the problem of giving the arc length of an ellipse.
are called the limits of integration of f. integrals can also be defined if.
Scilab is able to work with the 2D and 3D graphics, integrals, matrices, polynomials,
As for the actual calculation of integrals, the fundamental theorem of calculus,
K is exponentially decreasing, and integrals over K are indeed absolutely convergent.
allows one to compute integrals by using an antiderivative of the function to be integrated.
evaluation of expressions and integrals, and much more.
And, secondly, the integral of a linear combination is the linear combination of the integrals.
Real analysis, the rigorous study of derivatives and integrals of functions of real variables.
the integral of a linear combination is the linear combination of the integrals,:.
He made great strides in improving the numerical approximation of integrals, inventing what are now known as the Euler approximations.