digital-electronics-number-systems-and-codes Related Question Answers
102. A binary number can be converted to a decimal number by summing the decimal values of the weights of all the 1s in the binary number.
103. Binary-coded-decimal numbers use only binary numbers between 0000 and 1001.
104. A good example of the use of a digital representation of an analog quantity is the audio recording of music.
105. Each position in a decimal multidigit number will have a weighting factor based on a power of only 10.
107. Digital systems operate only on discrete digits that represent numbers, letters, or symbols.
110. The hexadecimal equivalent of a decimal number would produce a larger number than the original decimal number.
112. When converting from decimal to binary by the repeated division-by-two method, the initial remainder becomes the MSD.
114. Zeros may be added to the left of the MSB to produce even groups of 4 bits when converting from binary to hexadecimal.
115. Digital electronics must use a numbering system that has more than ten digits.
117. The primary advantage of the hexadecimal numbering system is the ease in conversion between the binary and hexadecimal systems.
119. The primary advantage of the hexadecimal number system is the ease with which conversion can be made between binary and hexadecimal numbers.
120. A binary code decimal representation of a binary number will always have more bits than the binary number.
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