Conservation is assumed to be born in the phase, just as momentum is for instance. In other words, all known phenomena in physics are deterministic, classical and real, in the sense that information does propagate locally and experiments conducted statistically do hide latent variables....
the uncertainty in the position of the particle, ‘delta x’ must be infinite. From de Broglie’s equation, we know that a particle with a definite momentum has a particular wavelength ‘Lambda’. A definite wavelength extends all over space to infinity...
What is a diode? What is the VC in physics? What are beats? Define an acid. Explain the relationship v = /lambda f What actually torque is? What is the entropy of a system? What is the purpose of switch in a current? What is the mass of this system?
The formula states that wavelength is equal to velocity divided by frequency. When calculating the wave number for a specific wave, you can incorporate this formula into the linear wave number formula by replacing λ in the wave number formula with the velocity and frequency from the wavelength ...
So this is entirely in the medieval spirit, where ignorance—this time relative to Newton’s physics as the ticket to full knowledge—is seen as the origin of randomness. A century later, and like Arbuthnot and De Moivre again in a book on probability theory (Essai philosophique sur les pro...
What is lambda in the Lagrangian? Given (fg)(x)=f(x^2+1) what is g(x)? If \displaystyle \int_C \vec F \cdot d\vec s = \int_C (-5x + 2y^2) dx + (x^2y) dy, what is \vec F? What is a reductive group? If \textrm{sec}\; t=3.1, what is the \textrm{sec}(-t...
If two bodies exert forces on each other, these forces are equal in magnitude and opposite in direction. These three laws describe three physical constants that remain central to modern physics: Intertia, which states that bodies will remain in a state of motion unless an external force speeds...
Section 6.2 extends the approach to non-commutative semirings, which is necessary to support, for instance, matrices. The overloading gives us the flexibility to interpret expressions in terms of both their plain value and of different AD flavors. Definition 1 Semiring A semiring is a set, ...
An isosceles triangle is one which has two equal sides based on the origin of the word from Greek which means "equal legs". The angles that are opposite the equal sides are also equal. In an isosceles right triangle, one of the angles is a right angle, which means that...
Gamma is the first derivative of delta and is used when trying to gauge the price movement of an option, relative to the amount it isin the moneyorout of the money. It describes how the delta will change as the underlying asset changes. So if an option's delta is +40 and the gamma ...