hyperbolic logarithm - traducción al ruso
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hyperbolic logarithm - traducción al ruso

TYPE OF REGION OF THE CARTESIAN PLANE
Hyperbolic logarithm
  • hyperbolic cosine and sine functions]].
  • Hyperbolic sector area is preserved by [[squeeze mapping]], shown squeezing rectangles and rotating a hyperbolic  sector

hyperbolic logarithm         

общая лексика

гиперболический логарифм

натуральный логарифм

natural logarithm         
  • 1}}, the area taken to be negative.
  • thumb
  • The Taylor polynomials for ln(1 + ''x'') only provide accurate approximations in the range −1 < ''x'' ≤ 1. Beyond some ''x'' > 1, the Taylor polynomials of higher degree are increasingly ''worse'' approximations.
LOGARITHM TO THE BASE OF THE MATHEMATICAL CONSTANT E
Natural logarithm integral condition; Integrating the derivative of the logarithm of a function; Natural log; Natural logarithms; ㏑; Base-e logarithm; Ln(x); Ln x; Log natural; Base e; Natural Log; Natural Logarithm; Hyperbolic logarithms; Logarithmus naturalis; Base e logarithm; Logarithm of the base e; Natural logarithm plus 1; Natural logarithm plus 1 function; Lnp1; Ln1p; Ln+1; Logh (mathematics); Logh (function); Log1p; Log1p(x); Lnp1(x); Ln1p(x); LN1+X; LN(1+X); Ln(1+x); Natural system of logarithms; Natural logarithm near one; Natural logarithm plus one; Natural logarithm plus one function; Natural logarithm near 1; Ln(1 + x); Ln(x + 1); Ln(x+1)

общая лексика

натуральный логарифм

математика

логарифм гиперболический

natural logarithm         
  • 1}}, the area taken to be negative.
  • thumb
  • The Taylor polynomials for ln(1 + ''x'') only provide accurate approximations in the range −1 < ''x'' ≤ 1. Beyond some ''x'' > 1, the Taylor polynomials of higher degree are increasingly ''worse'' approximations.
LOGARITHM TO THE BASE OF THE MATHEMATICAL CONSTANT E
Natural logarithm integral condition; Integrating the derivative of the logarithm of a function; Natural log; Natural logarithms; ㏑; Base-e logarithm; Ln(x); Ln x; Log natural; Base e; Natural Log; Natural Logarithm; Hyperbolic logarithms; Logarithmus naturalis; Base e logarithm; Logarithm of the base e; Natural logarithm plus 1; Natural logarithm plus 1 function; Lnp1; Ln1p; Ln+1; Logh (mathematics); Logh (function); Log1p; Log1p(x); Lnp1(x); Ln1p(x); LN1+X; LN(1+X); Ln(1+x); Natural system of logarithms; Natural logarithm near one; Natural logarithm plus one; Natural logarithm plus one function; Natural logarithm near 1; Ln(1 + x); Ln(x + 1); Ln(x+1)
натуральный логарифм

Definición

natural logarithm
¦ noun Mathematics a logarithm to the base e (2.71828 ...).

Wikipedia

Hyperbolic sector

A hyperbolic sector is a region of the Cartesian plane bounded by a hyperbola and two rays from the origin to it. For example, the two points (a, 1/a) and (b, 1/b) on the rectangular hyperbola xy = 1, or the corresponding region when this hyperbola is re-scaled and its orientation is altered by a rotation leaving the center at the origin, as with the unit hyperbola. A hyperbolic sector in standard position has a = 1 and b > 1.

Hyperbolic sectors are the basis for the hyperbolic functions.

¿Cómo se dice hyperbolic logarithm en Ruso? Traducción de &#39hyperbolic logarithm&#39 al Ruso