Examples of 'equation describes' in a sentence
Meaning of "equation describes"
equation describes - This phrase implies that an equation is providing a description or explanation of a particular scientific or mathematical relationship
How to use "equation describes" in a sentence
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equation describes
This equation describes how gravity behaves.
And highly radioactive . But that equation describes something organic.
Which equation describes the total distance.
In quantum mechanics, the Schrödinger equation describes how a system changes with time.
This equation describes a probability flow along a current.
Physicists generally believe that the Schrödinger equation describes deterministic evolution for atomic and sub-atomic physics.
This equation describes a circle or a point or the empty set.
Continuity equation = = = The continuity equation describes how the density changes with time.
Equation describes a firm that buys and sells on account.
The Friedmann equation describes it all.
This equation describes the dynamics of the magnetization in a ferromagnetic material.
When T is zero, the field equation describes empty space the vacuum.
This equation describes the character of a wave generated by an incompressible fluid.
The Hagen - Poiseuille equation describes laminar resistance.
The equation describes the relationship between the number of paint balls x and their price y.
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Our question asks us, what equation describes the growth pattern of this sequence of a block?
This equation describes a family of curves called the conchoids of de Sluze.
The left-hand side of the equation describes that change in the flow of time.
The equation describes a relationship between a given item 's price before the discount and after the discount.
This partial differential equation describes the time evolution of a mass-density function under diffusion.
This equation describes gradient descent.
Seven rads or so. But that equation describes something organic and radioactive.
A similar equation describes the transition from building capital to construction investments.
The answer to the Schrödinger equation describes atomic systems " " and possibly the universe as well.
The heat equation describes one particular dynamic of smoothening a spatially distributed parameter.
The stationary convection-diffusion equation describes the steady-state behavior of a convective-diffusive system.
The Tafel equation describes the dependence of current for an electrolytic process to overpotential.
The stationary convection - diffusion equation describes the steady-state behavior of a convective-diffusive system.
This equation describes how the Yukawa coupling changes with energy scale μ.
The solution the Schrödinger equation describes macroscopic systems " " and therefore possibly also the universe.
The equation describes how the Schrödinger wavefunction y propagates in time and space.
A linear equation describes a line in the plane.
This equation describes the conservation of momentum for a perfectly inelastic collision,.
The second equation describes the variation in investment.
This equation describes where the boundary is between small, shrinking particles and large, growing particles.
The last equation describes the conservation of energy.
This equation describes how the Yukawa coupling changes with energy scale μ { \ displaystyle \ mu.
The continuity equation describes how the density changes with time.
The rendering equation describes the transportation of light as it repeatedly scatters around a virtual environment.
The Poisson Boltzmann equation describes the electrochemical potential of ions in the diffuse layer.
What equation describes the intersection of two sets?
The Starling equation describes these forces in mathematical terms.
This equation describes the production of tin ( II ) chloride,.
The second equation describes the time evolution of e . g.
The first equation describes the interaction between photons and electrons, called the Compton effect.
The following equation describes the general specification used,.
But that equation describes something organic and radioactive.
A chemical equation describes what happens when a chemical reaction takes place.
The diffusion equation describes the density dynamics in a material undergoing diffusion.
The Liouville equation describes the time evolution of the phase space distribution function.
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The empirical equation to be estimated is the following
Four statistics are estimated with this equation
The equation of the model is presented below
Examples of using Describes
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Describes the key options and bottlenecks
The following describes each of these pillars
Describes all the functions of the machine
