The gray code is 8 code values for the three bits. A) Can the number of code values in a gray code by something other than the power of 2 of the number of bits? B) Can the number of code values in a gray code be odd?
A)
No as for each bit that we use we have two options whether it is 0 or 1 so for n bits there are 2^n possibilities and for each gray code there is a unique combination of bits same as normal binary numbers.
B) No the number of code values in gray code cannot be odd as the number that can be represented is in power of 2 only
The gray code is 8 code values for the three bits. A) Can the number of...
Exercise 5.6: Generic Binary-to-Gray Converter The regular binary code, which consists of code words ordered according to their increas ing unsigned decimal values, constitutes the most commonly used digital code. In some kind operation opcode 000 ya+b a(N-1:0) b(N-1:0) a(N-1:0) unsigned ya b 001 y(N- 1:0) Arithmetic Arithmetic 010 y-a+b ya+b+cin y(N:0) b(N-1:0 circuit circuit 011 cout cin cin 100 ya+b signed 101 ya b opcode(2:0) opcode(2:0) 110 y-a+b (a) (b) (c) 111 ya+b+cin Figure 5.14 applications, however, gray code...
8. Code 51 to Gray Code
If the input is 8 bits and the convolution code can be considered as a (24, 8) block code, then what is the generator matrix G?
Describe some properties of the Gray code? Write the logic function for an 8-bit binary code to 8-bit Gray code function (i.e. g3 = b3)? Write the logic function for an 8-bit Gray code to 8-bit binary code function (i.e. b3 = g3)? Show the 4-bit Gray code output given the 4-bit binary code input. Show the 4-bit binary code output given the 4-bit Gray code input.
S4.1) Write C code to set all odd bits (b1, 63, b5, b7) in the uint_8 variable PORT. All other bits should not be changed. S4.2) Write C code to clear bits b3, 64, and b5 in the uint_8 variable PORT. All other bits should not be changed. S4.3) Write C code to toggle all even bits in the uint_8 variable PORT. All other bits should not be changed.
Given the data-bits m = 11010110 , determine the number of k (parity-bits) by using Hamming Code requirements. Illustrate the error detection and correction scheme using Hamming code method, for both the sender and receiver to detect an error at the following positions: a. 6 th bit position . b. 11 th bit position . Assume an odd-parity scheme for this problem. You must show detailed calculations to receive full-credit.
Finite state machine (FSM) counter design: Gray codes have a useful property in that consecutive numbers differ in only a single bit position. Table 1 lists a 3-bit modulo 8 Gray code representing the numbers 0 to 7. Design a 3-bit modulo 8 Gray code counter FSM. a) First design and sketch a 3-bit modulo 8 Gray code counter FSM with no inputs and three outputs, the 3-bit signal Q2:0. (A modulo N counter counts from 0 to N −...
(a) Find the gray code for a BCD number: 100101100010. (b) The real number -121.34375 is to be converted to 32-bit floating point format, with a bias of 127 for the biased exponent. (i) Determine S, biased exponent, mantissa for the floating point representation. (ii) Write the floating point number in hexadecimal format.
2 pts Question 1 The range of decimal values that can be represented using 8 bits in unsigned binary with Excess-127 notation is: 127 to 382 Oto 255 - 127 to 128 -128 to 127 None of these
3.22 LAB: Remove gray from RGB Summary: Given integer values for red, green, and blue, subtract the gray from each value. Computers represent color by combining the sub-colors red, green, and blue (rgb). Each sub-color's value can range from 0 to 255. Thus (255, 0, 0) is bright red, (130, 0, 130) is a medium purple, (0, 0, 0) is black, (255, 255, 255) is white, and (40, 40, 40) is a dark gray. (130, 50, 130) is a faded...