quite a small function - traduction vers russe
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quite a small function - traduction vers russe

MATHEMATICAL FUNCTION
Function restriction; Restriction of a function; Restricted function; ⩤; ⩥; Restriction of a map; Extension of a function
  • The function <math>x^2</math> with domain <math>\mathbb{R}</math> does not have an [[inverse function]]. If we restrict <math>x^2</math> to the non-negative [[real number]]s, then it does have an inverse function, known as the [[square root]] of <math>x.</math>

quite a small function      
вечеринка
it's a small world         
  • It's a Small World at Hong Kong Disneyland
  • 1964 World's Fair "It's a Small World" ticket, logo portion
  • The attraction debuted at the 1964 New York World's Fair.
  • It's a Small World at Tokyo Disneyland
DARK RIDE AT DISNEY THEME PARKS
It's a small world after all; It's A Small World; It's a Small World After All; It's A Small World After All; It's a Small World (After All); It's A Small World (After All); It's a Small World (after all); It's a Small World Holiday; It's a small World; Its a small world; It's a Small World (theme park attraction); It's a Small World (song); It's a Small World After All (song); "it's a small world"; It's a small world (album); It's a small world (after all); It's a small world; "It's a small world"; "It's a Small World"
мир тесен
X-intercept         
ELEMENT OF THE DOMAIN WHERE FUNCTION'S VALUE IS ZERO
Zero set; X-intercept; Vanishing function; Polynomial root; Real zero; Cozero set; Roots of a Function; Real root; Root of a polynomial; Zeros of a function; Vanish (mathematics); Root of a function; Zeroes of a function; Horizontal intercept; Polynomial roots; Roots of a function; Roots of a polynomial

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Définition

КОФЕРМЕНТ А
(КоА) , сложное природное соединение, один из важнейших коферментов. В живых клетках участвует в реакциях окисления, синтеза жирных кислот, липидов и др.

Wikipédia

Restriction (mathematics)

In mathematics, the restriction of a function f {\displaystyle f} is a new function, denoted f | A {\displaystyle f\vert _{A}} or f A , {\displaystyle f{\upharpoonright _{A}},} obtained by choosing a smaller domain A {\displaystyle A} for the original function f . {\displaystyle f.} The function f {\displaystyle f} is then said to extend f | A . {\displaystyle f\vert _{A}.}

Traduction de &#39quite a small function&#39 en Russe