The formula for memory capacity is: A. MC = N/2 B. MC = 2/N C. MC = N squared. D. MC -2 to the Nth power E. None of the above

MC = N/2
MC = 2/N
MC = N squared.
MC -2 to the Nth power E. None of the above

The correct answer is: None of the above.

The formula for memory capacity is $MC = 2^N$, where $N$ is the number of bits. This formula is based on the fact that each bit can store one of two values,

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0 or 1. Therefore, the number of possible combinations of bits is $2^N$.

Option A is incorrect because it divides the number of bits by 2. This would reduce the amount of memory available.

Option B is incorrect because it divides the number of bits by 2. This would reduce the amount of memory available.

Option C is incorrect because it squares the number of bits. This would increase the amount of memory available, but it is not the correct formula.

Option D is incorrect because it raises 2 to the power of $N$. This is the correct formula for memory capacity, but it is not one of the options.

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