The term that describes a specific step-by-step procedure used to calculate answers to mathematical problems is called an "algorithm." Algorithms provide a systematic approach to problem-solving, ensuring that each step is clearly defined and followed to arrive at a solution. In mathematics, algorithms can be applied to various types of problems, including arithmetic, algebra, and calculus.
An algorithm, perhaps.
It is a step-by-step procedure for carrying out some mathematical process.
Sometimes it is possible to define a model for a trial or experiment and then use mathematical or scientific rules to determine the probability of the possible outcomes. Such a procedure gives theoretical probabilities.
Exactly the same as the experimental proof: it may only be considered proven when the same procedure can be performed in any laboratory (or notebook) in the World at any time that always provides the same result.
To solve a mathematical problem, first, clearly understand and define the problem statement. Next, identify the relevant concepts and formulas that apply. Then, devise a strategy for solving the problem, which may involve breaking it down into smaller, manageable steps. Finally, execute your plan, perform the calculations, and verify your solution for accuracy.
That would be an Algorithm.
one dependent and one or more independent variables are related.
The procedure.
An algorithm, perhaps.
Its the procedure
procedure
Procedure
procedure
Bezier
It is a step-by-step procedure for carrying out some mathematical process.
Endoscopy
regression analysis