Suppose each bit change in a 4-bit ADC represents a level of 0.15 m. What would the 4 bits be for a level of 1.7 m? Suppose the 4 bits were 10002. What is the range of possible levels?

How many redundant bits are needed for code in comparison to how many bits are needed for data?

For 7 bits floating point representation using: seeefff, what is the decimal value 0 111 100   Question 82 options:   A.  +NAN   B.  36   C.  3   D. 1/16   E. 1/8                     36.    Using a 6-bit cell  to store integers in 2's complement,  NOT  0 0 0 1 1 0 = ______?     A. 0 0 1  0 1 1   B.   0 1 0  1 0 0   C.  1 0 1 0 1 1   D. 0 0 1 1 0 0   E. 1 1 1 0 0 1

In relation to a number, what does it mean when a bit is "activated"? What does the numerical representation of a bit that is not connected mean?

With signed binary representation, what is the range of numbers as written in binary and in decimal for an three bit cell?

For a 5-bit (VWXYZ) even parity generator, what is the value of parity bit (P) if V=W=X=Y=Z="1", and what is the value of parity error checker (C) ? * P=0, C=1 P=1, C=0 P=1, C=1 P=((V XOR W) XOR (X XNOR Y)) XOR (Z), C= (V XOR W) XOR (X XNOR Y) XOR (Z XOR P) P=0, C=0 P=((V XNOR W) XOR (X XOR Y)) XOR (Z), C= (V XNOR W) XOR (X XOR Y) XOR (Z XOR P)

Considering a 5 bit pattern, what is the code word sent to the receiver for the message 1011111100110, using the bit stuffing concept? Consider flag byte -0111

Consider this 1-bit ALU design, as shown in class (note that the rounded rectangles controlled by Ainvert, Binvert, and Operation represent multiplexers):     If I want Result to be the result of a - b, then what value do each of these other inputs need to be?     Ainvert : 0 or 1   Binvert : 1 or 0   CarryIn: 1 or 0   Operation : 00 , 01, 10, 11 which one ?

The following bit pattern, 0xC0D was found in a 12-bitregister. What is the decimal number represented if it is interpreted as:(i) unsigned binary; (ii) sign-magnitude; (iii) Two’s complement?

Take the 127-bit binary BCH code with a 6-bit target distance and the 128-bit binary field extension F 128. How big is the code, and is there a minimum separation you can promise?