Ano ang ibig sabihin ng EQUATION NA MAY sa Ingles

• equations with
• equation with

Mga halimbawa ng paggamit ng Equation na may sa Tagalog at ang kanilang mga pagsasalin sa Ingles

Kaya, kung ay isang parisukat, ang aming mga equation na may isang solusyon.
So, if is a square, our equation has a solution.

Patunayan na ang equation na may hindi bababa sa solusyon sa positive integers at may..
Prove that the equation has at least solutions in positive integers and with.

Mga palaisipan na may posporo. Mga equation na may posporo.
Puzzle with matches. Equations with matchsticks.

Niya ay nagtatrabaho muli sa algebraic solusyon ng equation, na may layunin ng nilulutas ang problema ng mga equation na kung saan ay maaaring malutas sa pamamagitan ng radicals( ang problema na Galois malulutas ng ilang mga taon mamaya).
He had been working again on the algebraic solution of equations, with the aim of solving the problem of which equations were soluble by radicals(the problem which Galois solved a few years later).

Nor could siya kahit etiketa ng kanyang equation na may isang hulapi notasyon.
Nor could he even label his equations with a suffix notation.

Bentahe na ito, ng mga kurso, ay nagpapahiwatig ng isang pagbabawal sa mga saklaw ng paggamot, dahil ito ay limitado sa katuwiran ng mga aspeto tulad ng arise mula sa mga karaniwang haba kaugalian equation na may pare-pareho coefficients.
This advantage, of course, implies a restriction on the scope of the treatment, because it is limited to the rational aspects such as arise from ordinary linear differential equations with constant coefficients.

Hilbert had-aral ng integral equation na may timbang kernel sa 1904.
Hilbert had studied integral equations with symmetric kernel in 1904.

A transendental numero ay isang hindi makatwiran na numero na ay hindi isang root ng anumang polinomyal equation na may integer coefficients.
A transcendental number is an irrational number that is not a root of any polynomial equation with integer coefficients.

Kanyang unang libro isahan integral equation na may tunay at timbang kernel inilathala sa 1923 ay naging pangunahing.
His first book Singular integral equations with real and symmetric kernel published in 1923 became fundamental.

Sa 1960s siya-aral ng mga karaniwang kaugalian nonlinear equation na may pabigla-bigla action.
In the 1960s he studied nonlinear ordinary differential equations with impulsive action.

Siya ang itinuturing na guhit equation na may pare-pareho coefficients, second-order ng kaugalian equation na may variable coefficients, kapangyarihan ng serye ng mga solusyon sa kaugalian equation, isang paraan ng pagkakaiba-iba ng mga constants, pagsasama ng mga kadahilanan, ang isang paraan ng approximating solusyon, at maraming iba pa.
He considered linear equations with constant coefficients, second order differential equations with variable coefficients, power series solutions of differential equations, a method of variation of constants, integrating factors, a method of approximating solutions, and many others.

Mga palaisipan na may posporo. Mga equation na may posporo. Online.
Puzzle with matches. Equations with matchsticks. Online.

Sa parehong panahon siya nakuha formulae na ginawa ito posible sa compute sa simpleng algebraic terms sa bilang ng mga parameter na matukoy klase ng uniqueness at well-posedness ng Cauchy problema para sa mga sistema ng mga guhit bahagyang kaugalian equation na may pare-pareho coefficients.
In the same period she obtained formulae that made it possible to compute in simple algebraic terms the numerical parameters that determine classes of uniqueness and well-posedness of the Cauchy problem for systems of linear partial differential equations with constant coefficients.

Fuchs enriched ang mga teorya ng pahaba kaugalian equation na may pangunahing mga resulta.
Fuchs enriched the theory of linear differential equations with fundamental results.

Ako did ang ilang napaka-teknikal na trabaho sa mga bahagi ng kaugalian equation, na ginawa ng isang nabigo pumasa sa shock waves, nagtrabaho sa iskala invariant variational problema, na ginawa ng isang mahinang-ulos sa tatlong kalawakan sari-sari topology, natutunan panukat ng patlang ng teorya at pagkatapos ng ilang tungkol sa mga aplikasyon sa apat na sukat manifolds, at kamakailan-lamang ay nagtatrabaho n equation na may algebraic walang hanggan symmetries.
I decided Einstein 's general relativity was too hard, but managed to learn a lot about geometry of space time. I did some very technical work in partial differential equations, made an unsuccessful pass at shock waves, worked in scale invariant variational problems, made a poor stab at three dimensional manifold topology, learned gauge field theory and then some about applications to four dimensional manifolds, and have recently been working n equations with algebraic infinite symmetries.

Shtokalo ng trabaho nagkaroon ng isang partikular na epekto sa guhit karaniwang kaugalian equation na may halos pana-panahon at parang pana-panahon na mga solusyon.
Shtokalo's work had a particular impact on linear ordinary differential equations with almost periodic and quasi-periodic solutions.

Sa kanyang pinaka-orihinal na kontribusyon ay ang numerong-analytic paraan para sa pag-aaral ng mga pana-panahong mga solusyon ng kaugalian equation na may panaka-kanang bahagi.
His most original contribution was the numeric-analytic method for the study of periodic solutions of differential equations with periodic right hand side.

Andre Weil ibinigay para sa unang panahon ng teorya ng varieties na tinukoy sa pamamagitan ng equation na may coefficients sa isang arbitrary field, sa kanyang mga komunidad ng Algebraic geometry( 1946).
André Weil gave for the first time a theory of varieties defined by equations with coefficients in an arbitrary field, in his Foundations of Algebraic Geometry(1946).

Ferdinand von Lindemann ay ang unang upang patunayan na π ay transendental, na, π na ito ay hindi ang ugat ng anumang algebraic equation na may katuwiran coefficients.
Ferdinand von Lindemann was the first to prove that π is transcendental, that is, π is not the root of any algebraic equation with rational coefficients.

Ang tesis ng doktor na Birkhoff na isinumite ay may karapatan Asymptotic Properties ng ilang Karaniwang kaugalian equation na may mga aplikasyon sa hangganan na Halaga at pagpapalawak Problema at ito na humantong sa award ng kanyang Ph.D. sa 1907.
The doctoral thesis which Birkhoff submitted was entitled Asymptotic Properties of Certain Ordinary Differential Equations with Applications to Boundary Value and Expansion Problems and it led to the award of his Ph.D. in 1907.

Ito ay mahirap na ihambing ang isang kaugalian geometrisyan sa isang function teoriko, o mga nagtatrabaho sa mga karaniwang at bahagyang kaugalian equation na may de-numerong analysts.
It is difficult to compare a differential geometer with a function theorist, or those working on ordinary and partial differential equations with numerical analysts.

Diyan ay, gayunman, sa trabaho tungkol sa progreso ng mga de-numerong solusyon sa haba ng equation na may ilang unknowns gamit ang electrical circuits.
There is, however, work in progress concerning the numerical solution of linear equations with several unknowns using electrical circuits.

Muli kung paano gumagana ang isa kumpara sa isang tao na nagtrabaho sa kaugalian equation na may isang geometrisyan?
Again how does one compare someone who worked on differential equations with a geometer?

Gayon pa man ito ay lalabas natural na ang posibilidad ng supplementing ang Schrödinger equation na may nakatagong mga variable na may been taken seriously.
Nevertheless it would appear natural that the possibility of supplementing the Schrödinger equation with hidden variables would have been taken seriously.

Siya ay iginawad isang PhD sa 1955 para sa kanyang tesis Cauchy's Problem para sa isang Bahagyang kaugalian equation na may Real Maramihang Palatandaan.
She was awarded a PhD in 1955 for her thesis Cauchy's Problem for a Partial Differential Equation with Real Multiple Characteristics.

K equation sa k unknowns ay maaaring bawasan sa isang equation na may isang hindi kilala.
K equations in k unknowns can be reduced to one equation with one unknown.

Ang paksang iminungkahi para sa premyong had been isa sa geodesics at Hadamard ng trabaho sa pag-aralan ang trajectories ng point masa sa isang ibabaw na humantong sa mga di-tiyak na haba kaugalian equation na may solusyon din ibinigay pag-aari ng geodesics.
The topic proposed for the prize had been one on geodesics and Hadamard's work in studying the trajectories of point masses on a surface led to certain non-linear differential equations whose solution also gave properties of geodesics.

Ang mga planong ito ay ginawa para sa isang tiyak na layunin, para sa Aiken's pananaliksik ay humantong sa isang sistema ng mga kaugalian equation na may eksaktong solusyon at hindi na maaaring lamang ay malulutas gamit ang de-numerong pamamaraan.
These plans were made for a very specific purpose, for Aiken's research had led to a system of differential equations which had no exact solution and which could only be solved using numerical techniques.

Siya rin ay nagpakita na ang mga numero ng algebraic, ibig sabihin ang mga numero na kung saan ay Pinagmulan ng polinomyal equation na may integer coefficients, ay countable.
He also showed that the algebraic numbers, i.e. the numbers which are roots of polynomial equations with integer coefficients, were countable.

Ang papel introduces kung ano ang ngayon ay kilala bilang ang Schlesinger transformations at Schlesinger equation na may isang mahalagang papel sa kaugalian geometry.
The paper introduces what today are known as the Schlesinger transformations and Schlesinger equations which have an important role in differential geometry.