X0 = 1 X1 = 1 X2 = 1 X3 = 1 X4 = 0 X5...
X0 = 1
X1 = 1
X2 = 1
X3 = 1
X4 = 0
X5 = 0
X6 = 1
X7 = 1
X8 = 0
X9 = 1
X10= 0
X11= 0
X12= 1
X13 = 0
X14= 0
X15= 0
X16= 0
X17= 1
X18= 0
X19 = 1
X20= 0
X21= 1
X22 = 1
X23 = 1
X24= 0
X25 = 1
X26 = 0
X27= 0
X28= 1
X29 = 0
X30= 0
X31= 0
X32 = 0
X33 = 1
X34 = 0
X35 = 1
36 bits
111100110100100001010111010010000101
(a) What is the period? using the formula 2m -1
Homework Answers
From the question:
36 bits of binary number can be represented given below.
111100110100100001010111010010000101
Number of bits m = 36 bits
period = 2m-1
period = 68719476735 - 1
= 6871947674
The period is 0 to 6871947674.
Consider the following recurrences over the bits 0, 1: zi+4 = zi+1 + zi+2 zi+4 =...
Consider the following recurrences over the bits 0, 1: zi+4 = zi+1 + zi+2 zi+4 = zi + zi+1 zi+4 = zi + zi+1 + zi+2 And the initialization vector for each is (z0, z1, z2, z3) = (0, 0, 0, 1). Determine the period of the resulting bit stream for each recurrence, and sketch the configuration of the 4bit LFSR using the recurrence with largest period.
By using CRC, what is the transmitted frames with (10t) a. Data bits: 1 1 0...
By using CRC, what is the transmitted frames with (10t) a. Data bits: 1 1 0 1 0 1 1 1 1 1 0 0 0 0 b. Generator: x4+x+1 c. K=4
problem 1 midterm-1-coding.pdf C:/Users/Cute%20khalsa/Downloads/midterm-1-coding.pdf 2 Problem #1 The first problem is to write the from.fixed point...
problem 1
midterm-1-coding.pdf C:/Users/Cute%20khalsa/Downloads/midterm-1-coding.pdf 2 Problem #1 The first problem is to write the from.fixed point function, using "bit fiddling". double from_fixed point(unsigned short x); The parameter x is a representation (sometimes called a packed representation) of a fixed- point number. The right most 4 bits of x are the fractional part of the number. We will call them b. The leftmost 12 (or more) bits of x are the integer part of the number. We will call them a...
show work plz Consider the following finite state diagram. State 1 Output=1 State 0 Output=0 State...
show work plz
Consider the following finite state diagram. State 1 Output=1 State 0 Output=0 State 2 Output=1 State 3 Output=0 The diagram has 4 states, 1 external input / (in additional to the CLK input), and 1 output bit Y. State 0 is represented by memory bits Qi Qo=00, State 1 is represented by memory bits Q.Qo=01, State 2 is represented by memory bits Q.Qo = 10, and State 3 is represented by memory bits Q.Qo = 11. The...
1. Consider following Memory structure and complete the table for unknown parameters. 9 bitline c...
1. Consider following Memory structure and complete the table for unknown parameters. 9 bitline conditioning wordline bitlines memory cells 2nk rowsx 2m+k columns column Xcircuitry MUX MUX 2m bits Number of words Number of Number of Number words in each bits for each of bits in Size of Size of each n decoder Multiplexers Number of Number of bits in multiplexers each row memorymemory word row 4x16 16 16 4x16 5x32 5x32 6x64 6x64 6x64 8x256 8x256 10x1024 9x512 10x1024...
5. (a) (6) Carefully sketch the odd periodic extension, of period 2m, of the function f(x)1, 0 < x < π. (Only sketch over the interval z E [-2π, 2π). (b) (10) Find the Fourier sine series o...
5. (a) (6) Carefully sketch the odd periodic extension, of period 2m, of the function f(x)1, 0 < x < π. (Only sketch over the interval z E [-2π, 2π). (b) (10) Find the Fourier sine series of the function in part (a)
5. (a) (6) Carefully sketch the odd periodic extension, of period 2m, of the function f(x)1, 0
Denote the Fourier series of fr-fx, 1<x< 0 f(x) = { 0, 0SX S1 by F(x)....
Denote the Fourier series of fr-fx, 1<x< 0 f(x) = { 0, 0SX S1 by F(x). Show that E F(x) = - -_ 2500 cos (2mi) + 2m=0 (2m+1) + 500 + 2n=1 + in sin(nx).
Is the data valid? SPACE 0 0 1 0 1 1 MARK Bit Parity Stop 6...
Is the data valid? SPACE 0 0 1 0 1 1 MARK Bit Parity Stop 6 bit bit Start Bit bit 0 NRZI format for ASCI "M", 7 bits, Even Parity, 1 Stop Bit
I need all steps with the reason and detail Thanks on 15 0 out of 1...
I need all steps with the reason and detail
Thanks
on 15 0 out of 1 points Consider a 16 bit floating-point number system. The sign bit is the most significant bit.6 bits are reserved for the used. remaining 9 bits are the mantissa. A bias of 31 is to be Represent +Infinity in binary using the floating-point representation above.
A- Using either “ANDA” or “ORAA” instructions, write an HCS12 code to clear bits 0, 2,5,...
A- Using either “ANDA” or “ORAA” instructions, write an HCS12 code to clear bits 0, 2,5, and 7 of register A and leave all other bits unchanged. B- Using either “ANDB” or “ORAB” instructions, write an HCS12 code to set bits 0, 3, and 6 of register B and leave all other bits unchanged.
problem 1
midterm-1-coding.pdf C:/Users/Cute%20khalsa/Downloads/midterm-1-coding.pdf 2 Problem #1 The first problem is to write the from.fixed point function, using "bit fiddling". double from_fixed point(unsigned short x); The parameter x is a representation (sometimes called a packed representation) of a fixed- point number. The right most 4 bits of x are the fractional part of the number. We will call them b. The leftmost 12 (or more) bits of x are the integer part of the number. We will call them a...
show work plz
Consider the following finite state diagram. State 1 Output=1 State 0 Output=0 State 2 Output=1 State 3 Output=0 The diagram has 4 states, 1 external input / (in additional to the CLK input), and 1 output bit Y. State 0 is represented by memory bits Qi Qo=00, State 1 is represented by memory bits Q.Qo=01, State 2 is represented by memory bits Q.Qo = 10, and State 3 is represented by memory bits Q.Qo = 11. The...
1. Consider following Memory structure and complete the table for unknown parameters. 9 bitline conditioning wordline bitlines memory cells 2nk rowsx 2m+k columns column Xcircuitry MUX MUX 2m bits Number of words Number of Number of Number words in each bits for each of bits in Size of Size of each n decoder Multiplexers Number of Number of bits in multiplexers each row memorymemory word row 4x16 16 16 4x16 5x32 5x32 6x64 6x64 6x64 8x256 8x256 10x1024 9x512 10x1024...
5. (a) (6) Carefully sketch the odd periodic extension, of period 2m, of the function f(x)1, 0 < x < π. (Only sketch over the interval z E [-2π, 2π). (b) (10) Find the Fourier sine series of the function in part (a)
5. (a) (6) Carefully sketch the odd periodic extension, of period 2m, of the function f(x)1, 0
Denote the Fourier series of fr-fx, 1<x< 0 f(x) = { 0, 0SX S1 by F(x). Show that E F(x) = - -_ 2500 cos (2mi) + 2m=0 (2m+1) + 500 + 2n=1 + in sin(nx).
Is the data valid? SPACE 0 0 1 0 1 1 MARK Bit Parity Stop 6 bit bit Start Bit bit 0 NRZI format for ASCI "M", 7 bits, Even Parity, 1 Stop Bit
I need all steps with the reason and detail
Thanks
on 15 0 out of 1 points Consider a 16 bit floating-point number system. The sign bit is the most significant bit.6 bits are reserved for the used. remaining 9 bits are the mantissa. A bias of 31 is to be Represent +Infinity in binary using the floating-point representation above.
A- Using either “ANDA” or “ORAA” instructions, write an HCS12 code to clear bits 0, 2,5, and 7 of register A and leave all other bits unchanged. B- Using either “ANDB” or “ORAB” instructions, write an HCS12 code to set bits 0, 3, and 6 of register B and leave all other bits unchanged.
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