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Answer:
Registers are meant for performing various operations, and Memory Data Registers, address registers, index registers, data registers, Program counters, and accumulators all work in tandem to solve various purposes. And if we have more registers then we are certainly going to reduce the total number of memory accesses that a program might need.
Explanation:
Registers, as explained above, can certainly reduce the number of memory accesses that a program might need as the MDR number will increase, and so other types. Hence, in a reduced number of memory addresses, we will be able to run a program.
As, Ken is conducting threat research on Transport Layer Security (TLS), the best resource that would best meet his needs is internet RFC's.
<h3>What are Internet RFCs?</h3>
A Request for Comments (RFC) is known to be a kind of a formal document obtained from the Internet Engineering Task Force ( IETF ) and it is one that shows or tells the outcome of committee drafting and review done by interested parties.
Note that as Ken is conducting threat research on Transport Layer Security (TLS), the best resource that would best meet his needs is internet RFC's.
See options below
A. ACADEMIC JOURNAL
B. INTERNET RFC's
C. SUBJECT MATTER EXPERT
D. TEXTBOOKS
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11111000 becomes 00000000 when the five most important bits of an 8-bit number are reversed.
<h3>What does it mean to flip the bits?</h3>
- When you flip a bit, you change a binary digit's or bit's value to the opposite.
- We are learning how to directly manipulate bits using bitwise operators.
- Although the result is simpler to understand in binary than it is in decimal, it could be useful to demonstrate both for comparison.
- Bit manipulation and algorithmic manipulation of binary digits are both examples of bit flipping in computing (bits) Bitwise operation NOT, which changes a bit's state from 0 to 1 and vice versa, performs logical negation to a single bit or to each of numerous bits.
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Answer:
Ac = 10100100011
A U B = 11111111110
A ∩ B = 00010011000
A - B = 00010010110
Explanation:
Given:
A = 01011011100
B = 10110111010
1) Inverting the bits of A to calculate the complement, Ac = 10100100011
2) Bitwise union reference:
0 U 0 = 0
0 U 1 = 1
1 U 0 = 1
1 U 1 = 1
=> A U B = 01011011100 U 10110111010 = 11111111110
3) Bitwise interselection reference:
0 ∩ 0 = 0
0 ∩ 1 = 0
1 ∩ 0 = 0
1 ∩ 1 = 1
A ∩ B = 00010011000
4) Converting A and B to decimal and subtracting:
A - B = 732-582= 150
Converting 150 to binary, A - B = 00010010110
