Примери за използване на Rational function на Английски и техните преводи на Български
{-}
-
Colloquial
-
Official
-
Medicine
-
Ecclesiastic
-
Ecclesiastic
-
Computer
Is proper rational function.
Rational Functions of the form.
The elliptic rational function.
We calculate a definite integral of a fractional rational function.
Is also a rational function.
I never said that the vector fields were rational functions.
Let f be a rational function i.e.
In this video, we're going to see if we can graph a rational function.
Graphs of rational functions.
A rational function is just a function that has an expression on the numerator and the denominator.
The second order elliptic rational function is.
The elliptic rational function cannot always be written out in a nice algebraic way.
Both feeling and thinking are rational functions.
Let's graph another rational function, because you really can't get enough practice here.
Thinking and feeling are both rational functions.
Here a rational function of is the equation expressed by the ratio of two polynominals of 3.
Consider the following proper rational function.
A rational function is continuous everywhere, except at points where the denominator is zero.
The expression of a definite rational function as a quotient of sums of squares.
The rational functions are thinking and feeling, and the irrational functions are sensational and intuition.
The fourth order elliptic rational function can be expressed as follows.
In the thesis I considered the case where the differential under the integral contains the square root of a rational function.
The elliptic rational function R does not have nice algebraic form, except in certain cases as described below.
On the algebraic solution of equations,whose coefficients are rational functions of one variable.
The nesting property of the elliptic rational function allows us to compute higher orders. The nesting property is.
Walsh was awarded his doctorate by Harvard in 1920 for his thesis On the location of the roots of a Jacobianof two binary forms, and of the derivative of a rational function.
But if you were to add these two terms right there, you would get a rational function that would end up having something times x plus something.
Where ω is the angular frequency, ωc is the cutoff frequency, ε and ξ are parameters that control the size of the ripples in the pass band and the stop band andRn is the nth order elliptic rational function.
Stieltjes examined the sequence of rational functions Pn(z)/Qn(z) and the connections between the roots of the polynomials Pn(z) and Qn(z).
The third and fourth problems were concerned with optimal approximations of a rational function on a given interval subject to given restrictions elsewhere.