How to use in-sentence of “equation”:
+ This particular equation must now hold true, not just for one value of “V”, but for all values of “V”.
+ An example is the “Ideal Gas” equation of state that relates pressure, temperature and density and works well for gases under normal pressures.
+ Adding these slices together gives the equation that the first equation is the derivative of.
+ The equation that shows this relationship is: ν = c/λ.
+ In the rate equation, which is an equation to calculate the speed of the reaction from the concentration of molecules, usually the only step that is important is the rate-determining one.
+ The first equation allows one to calculate the electric field created by a charge.
+ Max Born was a remarkable mathematician who soon saw that the equation that Heisenberg had given him was a sort of recipe for writing a matrix.
Example sentences of “equation”:
+ This is the foundation equation of population genetics.
+ An equation is called a “law” when there are clear empirical results that substantiate it.
+ For instance, the net rate at which a chemical dissolved in a fluid moves toward or away from some point is proportional to the Laplacian of the chemical concentration at that point; the resulting equation is the diffusion equation.
+ This equation is known as the Diophantine equation, and is related to Pythagoras’ theorem.
+ The solutions of an equation are the values of the variables for which the equation is true.
+ Erwin Schrödinger created an advanced equation based on this formula and the Bohr model, known as the Schrödinger equation.
+ Basing his formula on earlier formulas, he arrived at the equation below.
+ Suppose there is a normal equation “4 * “.
+ While the equation will never be equal to, putting in a larger input will get us closer to it, and make our output more accurate.
+ If we know the value of all but one of the unknowns, then we would be able to easily find out the value of the last unknown—by “solving” the equation in terms of that last unknown.
+ Another pair of physical quantities goes according to the uncertainty relationship: ΔE × Δt ≥ h, and that pair indicates, among other things, that if we look in interstellar space, some place where we would not expect to find anything at all, and we reduce Δt closer and closer to 0, then to keep the balance shown in the equation ΔE has to get larger and larger — and suddenly something with momentum can pop into existence just for that brief period of time.
+ So he came up with a new equation that could describe particles moving close to the speed of light.
+ This is the chemical equation for how steam reforming works.
+ For example, for an equation over the rationals, one can find solutions in the integers.
+ With inspection method, it won’t prove that the equation can’t be balanced.
+ It is a famous equation in physics and math that shows what happens when mass changes to energy or energy changes to mass.
+ This means that the general polynomial equation of degree “n”, for “n” ≥ 5, cannot be solved by using algebra.
+ The Young–Laplace equation relates the pressure difference to the shape of the surface or wall.
+ This is a mathematical relationship shown by the equation below.
+ This is the foundation equation of population genetics.
+ An equation is called a "law" when there are clear empirical results that substantiate it.
+ For instance, the net rate at which a chemical dissolved in a fluid moves toward or away from some point is proportional to the Laplacian of the chemical concentration at that point; the resulting equation is the diffusion equation.
More in-sentence examples of “equation”:
+ The negative sign in both equation above is a result of Lenz's law, named after Heinrich Lenz.
+ DeWitt created the Wheeler–DeWitt equation for the wavefunction of the Universe with John Archibald Wheeler and advanced the formulation of the Hugh Everett's many-worlds interpretation of quantum mechanics.
+ The Schrödinger equation is a differential equation that forms the basis of quantum mechanics, one of the most accurate theories of how subatomic particles behave.
+ The negative sign in both equation above is a result of Lenz’s law, named after Heinrich Lenz.
+ DeWitt created the Wheeler–DeWitt equation for the wavefunction of the Universe with John Archibald Wheeler and advanced the formulation of the Hugh Everett’s many-worlds interpretation of quantum mechanics.
+ The Schrödinger equation is a differential equation that forms the basis of quantum mechanics, one of the most accurate theories of how subatomic particles behave.
+ Computing rigorous bounds on the solution of an initial value problem for an ordinary differential equation Ph.D.
+ This has normal characters like asterisks, single quotes or equation marks which have a special function in the wiki, sometimes depending on their position.
+ If we want to test if “n” is prime, then we can pick random “as in the interval and see if the equation above holds.
+ Here we will show the first equation that gave the basic idea later shown in Heisenberg’s uncertainty principle.
+ What is the need for writing “about”? Can’t we write the correct form of the equation doesn’t have /4pi either.
+ A higher-order differential equation has derivatives of other derivatives.
+ For example, in the equation given above, we multiply by 42 = 2·3·7 and group the terms in the first member.
+ A chemical equation is a written symbolic representation of a chemical reaction.
+ In 1928, the physicist Paul Dirac was looking for an equation that would predict how very fast particles should behave.
+ Under Bohr’s theory, the numbers called m and n in the equation above could represent orbits.
+ A special type of equation is called the function.
+ A graph is a picture that shows all the values of the variables that make the equation or inequality true.
+ There is a way to find the value of “x” that makes the equation true by replacing the values in a formula with the coefficients from the quadratic equation.
+ The equation is named after Thomas Young Thomas Young, who developed the qualitative theory of surface tension in 1805, and Pierre-Simon Laplace who completed the mathematical description in the following year.
+ This is because when any of the two equations is equal to zero, the original equation is equal to zero because the two equations are multiplied together to form the quadratic equation.
+ Differential equations are special because the solution of a differential equation is itself a function instead of a number.
+ In other words, to solve the equation means to find the value of “x” so that, where the coefficients, “a”, “b”, and “c”, are all real numbers.
+ And Heisenberg’s weird equation was a rule for multiplying two of them together.
+ This is a partial differential equation about physical waves.
+ Ampère’s equation was extended by including the polarization current, thereby remedying the limited applicability of the original Ampère’s circuital law.
+ He also showed that if an equation had a formula to solve it, then the group of the equation would have a nice structure and was not chaotic.
+ OpenOffice Math is a tool for creating and editing formulamathematical formulas, similar to Microsoft Equation Editor and is part of the OpenOffice office suite.
+ For example, the time dilation equation presented by Albert Einstein is algebraically undefined when an object’s velocity is the speed of light, but using world lines one can find that when the speed is the speed of light, time will stop.
+ This means to find the points on a Cartesian coordinate systemcoordinate grid where the graphed equation crosses the x-axis, or the horizontal axis.
+ A real or complex number is called a “transcendental number” if it can not be obtained as a result of an algebraic equation with integer coefficients.
+ This is an equation where the highest power, or multiple, is two.
+ In mathematics, a linear equation is a type of equation.
+ This equation can be written as.
+ For example, to convert 2.3miles to some number of meters, use the equation “1609.34meters equals onemile” or 1609.34meters per mile.
+ If it is integrated, then an equation which tells how the concentration of reagents and products changes with time is found.
+ There is one momentum equation in a 1D problem and three, one in each space direction, in 3D.
+ For example, this equation explains how electric motors and electric generators work.
+ In order to use this equation in special relativity, m has to change with speed.
+ A quadratic equation is an equation in the form of, where “a” is not equal to 0.
+ To solve a simple equation with one unknown amount add, subtract, multiply, or divide both sides of the equation by the same number in order to put the unknown amount, x, on one side of the equation.
+ It may help to think of this equation as a see-saw or balance, what you do to one side, you must do to the other and your main aim is to get “x” by itself.
+ This means that all solutions of the second equation must also be solutions of the first one and vice versa.
+ This equation says, that in every volume the sum of the magnetic field lines that go in equals the sum of the magnetical field lines that go out.
+ The rate equation is a differential equation.
+ This is then a more general logistic equation allowing for more gradient values.
+ The graph of a linear equation in two variables is a straight line.
+ The basic accounting equation is assets=liabilities+equity.
+ Thus the multiset of solutions of the equation could be.
+ This equation gives a good approximation for the period when the mass does not swing far from the middle.
+ The Dirac equation allowed Dirac to predict the existence of antimatter, which is the opposite of matter.
+ He wrote the Media Equation column and covered culture for “The New York Times”.
+ On the irreducibility of the first differential equation of Painlevé.