A programming language uses 3-bit binary sequences to represent nonnegative integers. The binary sequence 101 represents the decimal value 5. A programmer attempts to add the decimal values 6 and 7. Which of the following best describes the result of this operation?
Question 2
2.
In a system using 5-bit binary sequences to represent integers, what happens if you try to add 17 and 15?
Question 3
3.
A programming language uses 6-bit binary sequences to represent integers. The maximum representable value is 63. What happens if a programmer attempts to calculate 45 + 25?
Question 4
4.
If a computer uses 3-bit binary sequences to represent unsigned integers, which of the following operations will result in an overflow?
3 point question
Question 5
5.
A robot can operate in one of 10 different modes. How many bits are the minimum required to represent all possible modes?
Question 6
6.
A light system uses 3 bits to represent its state. If each state corresponds to a unique light configuration, how many different light configurations can the system represent?
Question 7
7.
A weather application stores the weather conditions for a city using binary values. There are 12 possible weather conditions. What is the minimum number of bits required to represent all these conditions?
Question 8
8.
A character in a game can have one of 20 different outfits. If each outfit is stored as a unique binary sequence, what is the minimum number of bits needed to store the outfit information?
Question 9
9.
Which of the following statements about the use of binary sequences in digital systems is not true?
This is a 5 point question!!!
Question 10
10.
Do not use online binary converters
Convert 2336 in base 10 to binary
Question 11
11.
Do not use online binary calculators
What is the sum of the two binary numbers below?
11011
11100
Question 12
12.
When using 8 bit encoding, what is the maximum possible value you can get in decimal?
Question 13
13.
When using 8 bit encoding, How many different combinations is possible?
Question 14
14.
A sound wave is captured by a microphone. How is the analog sound wave represented digitally for storage?