trenutno ubrzanje

trenutno ubrzanje

he rate of change for an object's instantaneous velocity for a given moment. This is found by taking the derivative of the velocity function. For motion on the number line, instantaneous acceleration is a scalar. For motion on a plane or in space, it is a vector.

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Kalbos dalis: noun
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Pramonės šaka / sritis: Mathematics
Category: Calculus
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ubrzanje

Astronomy; General astronomy

1) A process by which a star accumulates matter as it moves through a dense cloud of interstellar gas; or, more generally, whereby matter surrounding a star flows toward it (as in ...

ubrzanje

Chemistry; General chemistry

Measure of how fast velocity is changing, so we can think of it as the change in velocity over change in time. The most common use of acceleration is acceleration due to gravity, ...

ubrzanje

Aerospace; Space flight

Change in velocity. Note that since velocity comprises both direction and magnitude (speed), a change in either direction or speed constitutes acceleration.

ubrzanje

Physics; General physics

The rate of change of velocity with respect to time.

ubrzanje gravitacije

Physics; General physics

The acceleration imparted to bodies by the attractive force of the earth or any other heavenly body.

divergentni niz

Mathematics; Calculus

A sequence which does not have a limit that is a real number. For example, 1, 2, 3, 4, 5, 6, 7, ... is a divergent sequence since its limit is infinity (∞). The limit of a ...

diferencijalna jednačina prvog reda

Mathematics; Calculus

An differential equation in which the highest derivative is a first derivative, i.e. an ordinary differential equation of order 1. As an example, ''y' '' + ''xy'' = 1 is a first ...

hiperbolična trigonometrija

Mathematics; Calculus

An extension of trigonometry with the standard six hyperbolic trigonometry functions defined using ''e x '' and ''e –x ''. The six functions are: sinh ''x'', cosh ''x'', tanh ...

kriva

Mathematics; Calculus

Any path, curved or straight, closed or open, is referred as a curve in calculus. A curve can be on a two-dimensional plane, in three- or n-dimensional space. Lines, circles, ...