The equations of motions.
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.
Scientific Law.
It is a formula of which formulae is its plural.
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.
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.
Physics is considered an exact science because it uses mathematical equations to describe and predict the behavior of physical systems. These equations are based on established principles and laws of nature, which have been rigorously tested and verified through experiments. As a result, physics allows for precise measurements, calculations, and predictions that are often highly accurate and reliable.
In physics, the symbol "μ" can represent different physical quantities depending on the context. Commonly, it is used to denote coefficients of friction, magnetic permeability, and refractive index. The specific meaning can be determined based on the related equations and variables in the given formula or problem.
Eh.... it really depends on how well you can handle word problems actually. Think of most physics problems as the word problems in algebra you have tried. The math should be okay for you to handle, as long as all the equations you will learn are in discrete form rather than differential form, which requires calculus. But really, being good at math is definitely a hand up in learning physics, if not a requirement. Whenever you've heard the term "mechanics" associated with some level of physics, they are referring to the mathematics. Everything is explained using equations and then interpreting those equations based on the problem you are trying to solve. Eventually, if you stick in long enough, everything boils down to differential equations and must be solved using calculus. But EVEN THEN, alegrba is paramount in reducing equations and solving for unknown variables. I think you'll do just fine. Just imagine how the students are going to feel that hate math lol