work = force x distance time = distance : time power = work : time force = ?
The term you are looking for is "physical equations." These equations describe the relationships between quantities in the physical world, often derived from fundamental principles of physics.
Mathematically, it's based upon analysis (calculus, differential equations, etc.) as are most fields of physics, but what really sets quantum apart from other physics fields is it's fundamental mathematical dependence on probability, linear algebra, and group theory. It's conceptually based on uncertainty, probability, and discreteness (as opposed to absolute and continuous).
Practically all measurements are based on physics.
Generally the opposite is true as chemistry and physics are heavily mathematically based
At speeds near the speed of light, the formulae from the Theory of Relativity show that there are discrepancies with classical physics - for example, in adding velocities. These discprepancies have been verified by many experiments. In theory the discrepancies arise at any speed, but if the speed is much lower than the speed of light, the difference between classical physics and the more accurate Theory of Relativity is so insignificant that it can be ignored, and you can safely use the simpler formulae of classical physics.
It is a formula of which formulae is its plural.
The term you are looking for is "physical equations." These equations describe the relationships between quantities in the physical world, often derived from fundamental principles of physics.
It is formula of which the plural is formulae
Okay I have had trouble with this one but the correct answer is scientific laws.It is a formula of which formulae is its plural.
The equations of motions.
Scientific Law.
The term you're looking for is "physical law" or "physical equation." These are mathematical expressions that describe the relationships between physical quantities and are derived from empirical observations and the fundamental principles of physics. Examples include Newton's laws of motion and the equations of electromagnetism. They provide a framework for understanding and predicting physical phenomena in the natural world.
The term that springs to mind is LAW.
In physics, time is often defined as a continuous, measurable quantity that represents the progression of events. Mathematically, it is treated as a dimension similar to spatial dimensions, allowing for equations that describe motion and change, such as those found in Newtonian mechanics and relativity. Time can be quantified in units like seconds and is fundamental in formulating laws of motion, thermodynamics, and other physical principles. Ultimately, time serves as a parameter that helps to describe the dynamics of systems in the universe.
Based on the etymology of the word, physics can be defined in the following way: "Physics is the episteme of Nature, and Nature (Φύσις) is the phenomenon of spontaneous appearance and evolution." See Georgios Choudalakis' work on this at: http://www.mit.edu/~gchouda/miscellanea/physics/Physics_etymology.pdfBased on the etymology of the word, physics can be defined in the following way: "Physics is the episteme of Nature, and Nature (Φύσις) is the phenomenon of spontaneous appearance and evolution." See Georgios Choudalakis' work on this at: http://www.mit.edu/~gchouda/miscellanea/physics/Physics_etymology.pdf
A descriptive problem in physics is one that involves describing or explaining a physical phenomenon, concept, or system using words, equations, and diagrams. These problems often require identifying key variables, creating mathematical models, and analyzing the behavior of the system based on known principles and theories in physics.
I'm guessing that you're talking about a Law of Physics. Laws are typically described using mathematical equations. Like newton's second law: F=ma (force=mass*acceleration) Theories, on the other hand are usually just a description or explanation of behavior, like how light can behave like a wave and a particle.