Примеры использования These equations на Английском языке и их переводы на Русский язык
{-}
-
Colloquial
-
Official
In these equations.
Now you must do these equations.
None of these equations seem to be solving anything.
You think he gave you these equations?
These equations were valid although incomplete.
Know what the variables in these equations are?
These equations are found in different areas of mathematics.
The parameters used in these equations are the following.
These equations describe some consequences of accelerated travel at high speed.
Shown that the spinor field can serve as a candidate for the role of dark energy with these equations of state.
Which of these equations best describes the relationship between'X' and'Y'?
For the purpose of illustrating how it translates to the functional programming language of Haskell,let us put all these equations together once more.
Once I realized these equations were coordinates-- latitude and longitude.
It is a common misconception that the RANS equations do not apply to flows with a time-varying mean flow because these equations are'time-averaged.
I love these equations to the point that I framed them, because they don't only explain lightning.
It is not possible to go further and integrate these equations analytically, to get formulae for θ1 and θ2 as functions of time.
These equations are nonlinear and do not have an exact solution, that is why numerical methods used to solve them.
It is possible to allocate set individual extracts which substance arrives from one source;parameters of these equations are described by the compensatory equation; it samples become closed.
Solving these equations is often much simpler than solving the original differential equations. .
The occurrence of a small parameter in the Schrödinger equations with potentials of three-dimensional and controlled optical lattice was investigated andthe conditions of application of Maslov's asymptotic methods for solving these equations was determined.
These equations are the basis for computer programs used to simulate the Earth's atmosphere or oceans.
The following pictures show curves with winding numbers between -2 and 3: A curve in the xy plane can be defined by parametric equations: x x( t) and y y( t) for 0≤ t≤ 1.{\displaystyle x=x(t)\quad{\text{and}}\quad y=y(t)\qquad{\text{for}}0\leq t\leq 1.} If we think of theparameter t as time, then these equations specify the motion of an object in the plane between t 0 and t 1.
It is shown that these equations coincide with each other when pixel angular size of microbolometer matrix is equal to 0,71 mrad.
These equations describe two families of hyperbolae in an x-ct spacetime diagram, which are termed invariant hyperbolae.
When we plot these equations for a theoretical organic crystallization process the importance of supersaturation becomes clear.
These equations are generally more difficult to solve than ordinary differential equations, which contain derivatives with respect to only one variable.
Let me emphasize that these equations do not reflect every member's position but represent my understanding of the main sticking points.
He said these equations are so advanced that only someone who would been studying physics their entire life could have come up with them.
These equations are determined empirically by determining the mass of stars in binary systems to which the distance is known via standard parallax measurements or other techniques.
These equations are supplemented with impermeability boundary conditions on channel walls and bottom, clamped conditions for ice on the channel walls, and the kinematic and the dynamic condition on the ice- liquid interface.