Question: How many double precision values would be required to generate a finite difference approximation for a real world domain that has 1 0 1 nodes

How many double precision values would be required to generate a finite difference approximation for a real world domain that has 101 nodes in x,41 nodes in y, and 41 nodes in z.
Do not forget the right hand side vector b, but do not include the solution vector x. How much memory in Gb would be required for A and b assuming a double requires 8 bytes (round up to the nearest mb)

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