fractional
pecahan
definition
adjective
Both have identical fractional parts after the decimal point.
of, relating to, or expressed as a numerical value that is not a whole number, especially a fraction less than one.
translation of 'fractional'
adjective
kecil
example
Each time we take the reciprocal of the 'fractional' part we usually get another long list of decimal places.
He also worked on asymptotic analysis, 'fractional' integration and singular partial differential equations.
Tiny though this 'fractional' increase seems when expressed this way, the overall amounts are huge.
Any fractional or decimal value must be multiplied by a whole number to eliminate 'fractional' subscripts.
There are sections of the book devoted to arithmetic and geometric progressions, including progressions with a 'fractional' numbers of terms, and formulas for the sum of certain finite series are given.
Note that sometimes a new point will be plotted further to the right than any previous one (i.e. its 'fractional' part will be larger than any before it).
And my input is a tiny, 'fractional' thing of a film, and how it's dealt with in post-production, how the studio is marketed.
This number could be either integral or 'fractional' .
He also studied 'fractional' numbers and learnt much of the impressive contributions that the Arabs had made to mathematics over the preceding 400 years.
In the fractional method shown on this page, we're adding 'fractional' completions in a single unit of time; whereas when we began, we were adding whole completions in multiple units of time.
Much of Burnside's work on hydrodynamics involved the use of complex variable and in papers of 1891 and 1892 he considered the group of linear 'fractional' transformations of a complex variable.
Both have identical 'fractional' parts after the decimal point.
He examined series expansions and looked at series with 'fractional' powers.
Anticipating the beat by 'fractional' amounts on single chords or notes (Blues singers do this all the time to express pain and suffering).
Many techniques are available to better assess the true relationship between a continuous predictor and an outcome variable, including 'fractional' polynomials, smoothing splines or other smoothing functions.
However, the Babylonians has no notation to indicate where the integer part ended and the 'fractional' part began.
Since, for example, a proton has a charge of 1, a quark would have a 'fractional' charge.
The computer programs implement basic mathematical principles such as basic geometry and 'fractional' math.
Bosanquet's early 1930s papers were on series and integration, a 1930 paper being on 'fractional' integration, a topic he would return to many times.
Very few of the components come out of the 'fractional' distillation column ready for market.
Infants are very sensitive to it and only the most infinitesimal 'fractional' doses should be used.
Unemployment figures showed a 'fractional' improvement but separate statistics on redundancies showed an increase of about one-third on this time last year.
The part after the decimal point in number r is often called the 'fractional' part of r and written as frac (r).
It is natural to think that the behavior of iterations that start with z 0 = e it, where t is not a 'fractional' part of 2 is chaotic and generate the set dense on the circle.
The researchers found that their bimetallic cathodes worked even more effectively in the ORR than platinum alone, despite only containing a 'fractional' amount of platinum in the monolayer.
Astronomers often express the amount of redshift, the 'fractional' change of wavelength, as a dimensionless number, z.
The second algorithm involves linear programming with randomized rounding to convert 'fractional' assignments into integral ones.
One of the first topics he studied, which developed from his early work on electromagnetism, was a new topic, now called the 'fractional' calculus.
Distillation can be used to separate volatile liquids by a process known as 'fractional' distillation.
There the author describes how mathematicians moved from studying first derivatives, second derivatives, etc., to study 'fractional' derivatives.
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