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To determine how many bits are required to store a specific value, you need to know the range of values that must be represented. The formula to calculate the number of bits (n) needed is ( n = \lceil \log_2(V) \rceil ), where ( V ) is the number of unique values. For example, to store integers from 0 to 255 (256 values), you would need 8 bits, since ( \log_2(256) = 8 ).
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How many bits or bytes required to store the robot?
40 bits or 5 byrtes
How many bits are required to store Duck?
4
How many bytes are required to store a character string?
about eight bits, which is equal to one byte
How many bits are required to store generation?
log(number of generations) / log(2) Round the answer up.
What is The minimum number of bits required to store the hexadecimal number FF?
Eight.
How many bits are required to store the text of the word student in ASCII?
The word "student" consists of 7 characters. In ASCII, each character is represented by 7 bits. Therefore, to store the text of the word "student," you would need 7 characters × 7 bits/character = 49 bits. However, if using 8 bits per character (which is common in modern systems), it would require 56 bits.
How many bits are required to supernet seven class c address?
3 bits
How many bits are required to count up to decimal 1 million?
21 bits.
How many bits of mask are required to provide 30 host addresses?
5 bits
How many bits are required to store AR in computer memory?
In ASCII code, each letter, number or punctuation mark takes one byte, or 8 bits. That gives you 256 discrete combinations. Two letters take 2 bytes, or 16 bits.
How many bits will it take to store a 7-digit telephone number in BCD?
28-bits
How many Hamming bits are required for 7 bit message?
4
