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How does math relate to physics?
math relates to everything you need math to get jobs. In physics, math is used to describe the physical word, for example math is used to determine force, energy, acceleration, and just about anything in physics.
Why is the number 273.15 used in the formula for converting between Celsius and Kelvin temperatures?
Because through extensive mathematical and experimental processes, it has been determined that 'Absolute Zero' ... defined as zero Kelvins ... is 273.15 degrees below the temperature that was defined long ago as zero degrees Celsius.
What is the definition of addition?
Addition is the mathematical operation of combining or adding two numbers to obtain an equal simple amount or total. Addition also provides a model for related processes such as joining two collections of objects into one collection. Repeated addition of the number one is the most basic form of counting.
Why is division by 0 not possible?
Because division is the opposite of multiplication as for example 55*0 = 0 and so it follows that 55/0 is impossible. *********************************** Since zero is infinitely small, a number divided by zero becomes infinitely large, and normal mathematical processes are not designed to deal with infinity, so your calculations will give you a wrong result.
What number begins with e?
The number that begins with 'e' is Euler's number, denoted as 'e'. It is an irrational number approximately equal to 2.71828. Euler's number is a mathematical constant that arises naturally in various areas of mathematics, such as calculus, and is used to represent continuous growth and decay processes.
Addition and subtraction are best called what?
Mathematical processes or operations
What is the best name for subtraction and addition?
Mathematical processes or operations
What has the author Joseph Steindl written?
Joseph Steindl has written: 'Random processes and the growth of firms' -- subject(s): Economics, Mathematical, Mathematical Economics
Is addition and subtraction examples of equations?
Addition and subtraction are mathematical processes. They can be used in equations, which are statements that the values of two mathematical expressions are equal, but they are not equations by themselves.
What is a processor use for?
Processes mathematical equations as you open/close/execute programs.
What has the author Mark M Meerschaert written?
Mark M. Meerschaert has written: 'Mathematical modeling' -- subject(s): Mathematical models 'Stochastic models for fractional calculus' -- subject(s): Fractional calculus, Diffusion processes, Stochastic analysis 'Mathematical Modeling'
What is a processor chip used for?
Processes mathematical equations as you open/close/execute programs.
What is the difference between a calculator and a pencil?
A calculator, at least the modern ones, are devices that will "crunch numbers" and find answers to mathematical processes we instruct them to undertake. They have programs that they run to perform mathematical operations on command (but according to their limits). A pencil is a writing device that we must power up with our body and our mind.
What is the mathematical difference between special and general theory of relativity?
The simple answer is that Special Relativity can be described with simple algebraic processes. General Relativity involves much more complex mathematics, including tensor calculus, for its mathematical description.
What is the significance of a fixpoint in the context of mathematical functions?
In mathematics, a fixpoint of a function is a value that remains unchanged when the function is applied to it. Fixpoints are important because they can help determine stability, convergence, and behavior of iterative processes in various mathematical contexts.
How do ecologists use modeling?
Ecologists are concerned with the use of mathematical models and systems analysis for the description of ecological processes and for the sustainable management of resources!
What has the author Ludwig Luckner written?
Ludwig Luckner has written: 'Simulation der Geofiltration' -- subject(s): Data processing, Electromechanical analogies, Groundwater flow, Mathematical models 'Migration processes in the soil and groundwater zone' -- subject(s): Groundwater flow, Mathematical models
