Question: a. Many computational methods involve working with large matrices. If your computer has 8 GB of RAM, theoretically, what is the largest square (n x

a. Many computational methods involve working with large matrices. If your computer has 8 GB of RAM, theoretically, what is the largest square (n x n) matrix of doubles your computer can hold in memory? What if you instead are storing variables of type single or int8?

b. Try creating such a (n x n) matrix of double values. What happens? What is the largest (n x n) matrix you can actually store on your machine?

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