What is the translation of " EULEROVA " in English?

euler's

Examples of using Eulerova in Croatian and their translations into English

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Eulerova prva spoznaja.
Euler's first insight.
Zašto?-Sjećaš se Eulerova trokuta?
Why? You remember the Euler triangle?
To je Eulerova jednadžba.
It's Euler's equation.
Zašto?-Sjećaš se Eulerova trokuta?
You remember the Euler triangle? Why?
Ovo je Eulerova jednadžba.
This is Euler's Equation.
Okvirni sadržaj predmeta Prouèavat æe se homeomorfizmi i topološke invarijante koje se mogu primijeniti pri prouèavanju odjevnih predmeta i krojnih dijelove broj komponenata, prerezne toèke, indeksi toèaka, unikursalne krivulje,Jordanov teorem, Eulerov teorem, Eulerova karakteristika, operacija lijepljenja.
Subject content Homeomorphisms and topological invariants that can be applied in the design of garments and cutting parts(number of components, cut points, point indexes, unicursional curves,Jordan's theorem, Euler's theorem, Euler's characteristics, and bonding operations) will be studied.
Eulerova metoda.- Eulerova metoda?
Euler's method.- Euler's method?
Dvije osnovne metode su Eulerova metoda, i familija Runge-Kutta metoda.
Examples of such routines are Euler's method, or better, the Runge-Kutta methods.
Eulerova formula i primjene(Diplomski rad).
Eulerova formula i primjene(Master's thesis).
Ali Eulerova teorema ti to odmah daje.
But Euler's Theorem gives you that immediately.
Eulerova značajka(Eu) bezdimenzijska je veličina koja se upotrebljava u mehanici fluida.
Euler number(Eu) is a dimensionless quantity used in fluid mechanics.
Eulerova cigla je kvadar koja ima bridove cijelih brojeva: A je veći od B, koji je veći od C, i lice dijagonale.
A Euler brick is a cuboid that possess integer edges A, which is greater than B, which is greater than C, and face diagonals.
Eulerova formula kaže da ako prerežeš površinu sfere te neka je F broj strana, E broj bridova i V broj vrhova, uvijek vrijedi… na strane, bridove i vrhove.
Always we arrive… a sphere faces, edges and vertices, and"V" be the number of vertices and if"F" is the number of faces, And" the number of edges, The Euler equation says dividing the surface.
Eulerova formula ustanovljava da je za svaki realni brojx, e i x cos ⁡x+ i sin ⁡ x{\displaystyle e^{ix}=\cos x+i\sin x\!} gdje je e matematička konstanta i baza prirodnih logaritama, i imaginarna jedinica, a sin i cos trigonometrijske funkcije s argumentomx datim u radijanima.
Euler's formula states that for any real number x: e i x cos⁡ x+ i sin⁡ x,{\displaystyle e^{ix}=\cos x+i\sin x,} where e is the base of the natural logarithm, i is the imaginary unit, and cos and sin are the trigonometric functions cosine and sine respectively, with the argument x given in radians.
Ali Eulerov teorem ti to daje istog trena.
But Euler's Theorem gives you that immediately.
Zabavno! Eulerov disk!
An Euler's Disk, fun!
Eulerov identitet je slučaj gdje je n= 2.
Euler's identity is the case where n= 2.
Jesi li kad pokušala shvatiti Eulerov broj E?
Have you ever tried to appreciate Euler's number e?
Ovo je Eulerov disk.
This is an Euler's Disk.
Tražim Eulerovu ciglu čije je lice dijagonalno i cijeli broj.
Trying to find a Euler brick whose face diagonal is also an integer.
Jedan od Eulerov pretpostavljao bila je tada demantirala u 1960-tri Američki matematičari kad su pokazali da je pozitivni cijeli broj takav da.
One of Euler's conjectures was disproved in then 1960s by three American mathematicians when they showed there was a positive integer such that.
Onda ne postoji Eulerov koncept savršene kutije. s cjelobrojnim koeficijentom i ako je to istina, Tvrde da su tri univarijantna polinoma nesvodivi.
With integer coefficients and if that is true… then Euler's concept of a perfect box can't exist. They claim irreducibility of three univariate polynomials.
Onda ne postoji Eulerov koncept savršene kutije. s cjelobrojnim koeficijentom i ako je to istina, Tvrde da su tri univarijantna polinoma nesvodivi.
With integer coefficients and if that is true, They claim irreducibility then Euler's concept of a perfect box can't exist. of three univariate polynomials.
S cjelobrojnim koeficijentom i ako je to istina, onda ne postoji Eulerov koncept savršene kutije. Tvrde da su tri univarijantna polinoma nesvodivi.
Then Euler's concept of a perfect box can't exist. of three univariate polynomials with integer coefficients and if that is true, They claim irreducibility.
S cjelobrojnim koeficijentom i ako je to istina,onda ne postoji Eulerov koncept savršene kutije. Tvrde da su tri univarijantna polinoma nesvodivi.
Of three univariate polynomials with integer coefficients and if that is true,then Euler's concept of a perfect box can't exist. They claim irreducibility.
S cjelobrojnim koeficijentom i ako je to istina, onda ne postoji Eulerov koncept savršene kutije. Tvrde da su tri univarijantna polinoma nesvodivi.
They claim irreducibility then Euler's concept of a perfect box can't exist. with integer coefficients and if that is true, of three univariate polynomials.
S cjelobrojnim koeficijentom i ako je to istina, onda ne postoji Eulerov koncept savršene kutije. Tvrde da su tri univarijantna polinoma nesvodivi.
Of three univariate polynomials They claim irreducibility then Euler's concept of a perfect box can't exist. with integer coefficients and if that is true.
S cjelobrojnim koeficijentom i ako je to istina, onda ne postoji Eulerov koncept savršene kutije. Tvrde da su tri univarijantna polinoma nesvodivi.
Then Euler's concept of a perfect box can't exist. with integer coefficients and if that is true… They claim irreducibility of three univariate polynomials.
Euler 1749. godine pokazao je da formula vrijedi za svaki realni broj n koristeći Eulerovu formulu i dokazujući to na jednostavan te izravan način.
In 1749 Euler proved this formula for any real n using Euler's formula, which makes the proof quite straightforward.
Premda povijesno dokazana ranije, de Moivreova formula može se jednostavno izvesti iz Eulerove formule kako slijedi.
Although historically proven earlier, de Moivre's formula can easily be derived from Euler's formula.
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