A binary code with 5 bits can display up to 64 different characters.

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BlackTom AI · Accepted Answer

Restating the question and options: The statement is 'A binary code with 5 bits can display up to 64 different characters.' Options: True, False.
Option 1: True. This would claim that 5 bits yield 64 distinct characters. In reality, the number of unique patterns a binary code can display is 2 raised to the power of the number of bits, i.e., 2^n. With n = 5, 2^5 equals 32, not 64. Therefore, this option is incorrect because it overstates the capacity.
Option 2: False. This asserts that the statement is not true. Since 5 bits yield only 32 distinct patterns, the claim of 64 is indeed false. The correct reasoning follows directly from the basic rule 2^n, where n is the number of bits, giving 2^5 = 32 possibilities. This also means a 5-bit code can display up to 32 different characters, not 64, which makes the statement inaccurate.

MANAGEMENT INFORMATION SYSTEMS CIS 3010-16 (93684) Exam One

A binary code with 5 bits can display up to 64 different characters.

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