The term that springs to mind is LAW.
It is formula of which the plural is formulae
Predicting the weather for the next day (or week) means using complex equations based on temperature, air pressure, humidity, etc. When a weatherman says, "a cold front is moving in to the northeast," that means there were quantitative (numerical) measurements taken, then interpreted using mathematical formulas.
In an argument based on mathematics the conclusion is claimed to depend largely and entirely on some mathematical calculation or measurement.
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It is a formula of which formulae is its plural.
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.
It is formula of which the plural is formulae
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.
The equations of motions.
Scientific Law.
work = force x distance time = distance : time power = work : time force = ?
It could be termed a "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.
No, AutoCAD is primarily a vector-based program. It uses lines, shapes, and curves defined by mathematical equations to create drawings, which allows for scalability without loss of quality. While AutoCAD can import and work with raster images, its core functionality is focused on vector graphics.
In algebra, a letter, typically a variable like ( x ), ( y ), or ( z ), is used to represent an unknown number or value. This allows for the formulation of equations and expressions to solve mathematical problems. By manipulating these variables, one can find their specific values based on the relationships defined in the equations. This abstraction is fundamental to algebraic reasoning and problem-solving.
A description made up of mathematical equations and data is often referred to as a mathematical model. This model uses equations to represent relationships between variables and data to provide empirical evidence or parameters for those relationships. It serves to simplify complex real-world phenomena, allowing for analysis, predictions, and insights based on quantitative information. Such models are widely used in fields like physics, economics, and engineering.