Exam 4: The Building Blocks: Binary Numbers, Boolean Logic, and Gates
Exam 1: An Introduction to Computer Science50 Questions
Exam 2: Algorithm Discovery and Design50 Questions
Exam 3: The Efficiency of Algorithms50 Questions
Exam 4: The Building Blocks: Binary Numbers, Boolean Logic, and Gates50 Questions
Exam 5: Computer Systems Organization50 Questions
Exam 6: An Introduction to System Software and Virtual Machines50 Questions
Exam 7: Computer Networks, the Internet, and the Worldwide Web50 Questions
Exam 8: Introduction to High-Level Language Programming100 Questions
Exam 9: The Tower of Babel100 Questions
Exam 10: Compilers and Language Translation50 Questions
Exam 11: Models of Computation50 Questions
Exam 12: Simulation and Modeling50 Questions
Exam 13: Electronic Commerce and Information Security50 Questions
Exam 14: Artificial Intelligence50 Questions
Exam 15: Making Decisions About Computers, Information, and Society50 Questions
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The two digits, ____, are frequently referred to as bits.
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A
ASCII encodes a total of ____ different characters.
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Correct Answer:
B
Analog signals must first be digitized to be stored in the computer.
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True
Transistors are constructed from ____, such as silicon and gallium arsenide.
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The outputs in the full adder are the sum digit and the new ____ digit.
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After we normalize a number, its first significant digit is immediately to the left of the binary point.
(True/False)
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A(n) ____ is a circuit that performs binary addition on two unsigned integers.
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To construct an AND gate, two transistors are connected in parallel.
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A ____ is an electronic device that operates on a collection of binary inputs to produce a binary output.
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A stark black/white image has greater storage requirements than an image represented using a gray scale.
(True/False)
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A(n) ____ is a single point sampled from a photographic image and stored in the digital format.
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An arithmetic overflow is an error condition that occurs when an operation in a computer produces a number that exceeds the maximum allowable value.
(True/False)
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The binary-to-decimal algorithm is based on successive divisions by 2.
(True/False)
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There is no theoretical reason why one could not build a "decimal" computer, but computers use binary representation because it is more reliable.
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