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Tyrion101
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Just curious but how much math will I actually do say on a white board vs putting a few equations into something like excel?
adjacent said:Computers are faster and more reliable.
You can do unlimited number of equation using computers until it gets overheated..It will only take time and energy.
You can also do unlimited number of equations using a white board until you get bored and stop.It will also take your time and energy.
Tyrion101 said:Just curly but could any of the higher math have a program written around the equation you came up with in say c++ or anything that compiles quickly?
sophiecentaur said:"Curly"? Was that a typo or auto-correct? I'm not familiar with it.
If you use any of the advanced packages, the numerical calculations are based on compiled processes and not crude, interpreted stuff. The Maths Co-pro in your computer will be accessed if there is one.
Excel is pretty clever but it can only do things cell - by - cell unless you call and use VBA routines. VBA has a pretty decent compiler afaik. But it's not the way to approach serious number crunching because it still looks at cells and that takes ages.
The type of math that can be done on a computer is virtually limitless. Computers are capable of performing basic arithmetic operations, as well as more complex calculations such as algebra, calculus, and statistics. They can also handle advanced mathematical concepts like linear algebra and differential equations.
Yes, computers are highly accurate when it comes to mathematical calculations. In fact, they are often more accurate than humans since they do not make mistakes or get tired. However, it is important to ensure that the input data and formulas are accurate to ensure the best results.
While computers are incredibly powerful and can solve a wide range of mathematical problems, there are still some problems that are too complex for them to solve. These include problems that require creative thinking or reasoning, as well as those that involve uncertainty or randomness.
Computers handle mathematical errors by using error-checking algorithms and error-correcting codes. These methods help to identify and correct errors in calculations, ensuring that the results are as accurate as possible. Additionally, computers have the ability to flag potential errors and allow for manual intervention if necessary.
While computers have greatly improved the speed and accuracy of mathematical calculations, there are some potential drawbacks. For instance, relying too heavily on computers for math can lead to a decrease in human problem-solving skills. Additionally, computers can sometimes produce incorrect results if the input data or formulas are incorrect.