Answer:
32582657
Explanation:
If any number is in the form of 2^{n}-1 is known as Mersenne prime. Here, n is a prime number.
For example:
If n is 3 then the corresponding binary number is as follows:
P=2^{3}-1
P=7
Here, the binary representation of P is (111)₂.
The number of binary digits is 3 which are equal to n.
Consider the given expression
P=2^32582657-1
This is also in the form 2^{n}-1
Here the value of n is 32582657.
Hence, the number of binary digits for the given prime number is 32582657
Answer:
t=14ns
Explanation:
We make the relation between the specific access time and the memory percentage in each level, so
Average Access Time is 14 nsec.
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Answer:
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