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3. Use the partitioning method from Chapter 6 to find a reduced state table. Assume each possible...
3. Minimize the number of states for the state table below. Provide a reduced state table Next St...
3. Minimize the number of states for the state table below. Provide a reduced state table Next State Present State 00 01 10 Output So 1 S20 S1 S2 82 S3I S2 83 83 S0 so S1 84 855 S6 85 6 6 87 86 7 S7 So0 S4 S6
3. Minimize the number of states for the state table below. Provide a reduced state table Next State Present State 00 01 10 Output So 1 S20 S1 S2 82...
Consider the following state diagram, which items on the state table is correct for the switch...
Consider the following state diagram, which items on the state table is correct for the switch between states and output values. (Fig. 31) So S1 YO S Sz %0 Ss S2 S4 0 So Next state Z2Z1 Current state A. B. C. D. S4 S5 S6 S7 X=0 54 S5 S5 S5 X=1 X=0 S1 01 S6 00 S7 01 S4 10 Fig. 31 X=1 10 00 00 00 A. Line A on the table OB Line B on the...
Consider the following state diagram, which items on the state table is correct for the switch...
Consider the following state diagram, which items on the state table is correct for the switch between states and output values. (Fig. 30) So S7 Food S Sz SS l%0 S2 Sc 70 %0 So Next state Z2Z1 Current state A. B. C. D. SO S1 S2 S3 X=0 S3 S4 S3 S3 X=1 X=0 S1 00 S1 01 10 S4 00 Fig. 30 X=1 00 00 10 00 S2 A. Line A on the table Line B on the...
A sequential circuit has one input (X), a clock input (CLK), and two outputs (S and...
A sequential circuit has one input (X), a clock input (CLK), and
two outputs (S and V). X, S and V are all one-bit signals. X
represents a 4-bit binary number N, which is input least
significant bit first. S represents a 4-bit binary number equal to
N + 3, which is output least significant bit first. At the time the
fourth input occurs, V = 1 if N + 3 is too large to be represented
by 4 bits;...
(10%) Draw the State Table using the above table. Is this a Mealy or Moore Model...
(10%) Draw the State Table using the above table. Is this a
Mealy or Moore Model design?
(15%) Design a Sequential FSM machine for it, using at least 1
JK type flip flop.
(5%) Draw the Circuit diagram.
Consider the following state diagram, where states are so = 00, S1 = 01, S2 = 10 , S3 =11 1/1 Reset 1/0 1/0 0/0 C S3 1/01 0/0
Assignment 4 File “quad_sol.s” contains a quadratic polynomial solver, which calculates the integer solution of a quadratic polynomial equation. 1. Rewrite the program using instructions reordering to...
Assignment 4 File “quad_sol.s” contains a quadratic polynomial solver, which calculates the integer solution of a quadratic polynomial equation. 1. Rewrite the program using instructions reordering to reduce the number of cycles needed to execute the program. Indicate the number of cycle reduction. 2. Describe how forwarding would affect the execution of the program. CODE # quad_sol.s # This assembly program calculates the integer solutions of a quadratic polynomial. # Inputs : The coefficients a,b,c of the equation a*x^2 +...
The relative time ratings of exercises are shown in square brackets after each exercise number. On average, an exercise...
The relative time ratings of exercises are shown in square brackets after each exercise number. On average, an exercise rated [10] will take you twice as long as one rated [5]. Sections of the text that should be read before attempting an exercise will be given in angled brackets; for example, <1.3> means you should have read Section 1.3, Under the Covers, to help you solve this exercise. 2.1 [5] For the following C statement, what is the corresponding MIPS...
ercise 5 Part One: Sequential Logic ask 5.1,1: Design a 4-bit up/down counter that does not...
ercise 5 Part One: Sequential Logic ask 5.1,1: Design a 4-bit up/down counter that does not overflow or underflow. That is, counting up is disabled when it reaches its maximum value and counting down is disabled when it reaches its minimum value. Use circuit simulation to verify your design. Task 5.1.2: Design a logic implementation of the Finite State Machine in Fiqure 2.3 using JK flip flops. It can be assumed that unused state combinations may be considered as don't...
Translate each of the following pseudo-instructions into MIPS instructions. You should Produce a minimal sequence of...
Translate each of the following pseudo-instructions into MIPS instructions. You should Produce a minimal sequence of MIPS instructions to accomplish the required computation. (8 Points) 1) bgt $t1, 100, Label # bgt means branch if greater than 2) ble $s2, 10, Next # ble means branch if less than or equal 3) ror $s0, $s4, 7 # ror means rotate right $s4 by 7 bits and store the result in $s0 4) neg $s5, $s4 # $s5 will have the...
Please comment the MIPS code to help me understand. Here is what the code accomplishes. Here...
Please comment the MIPS code to help me understand.
Here is what the code accomplishes.
Here is the code, partially commented.
.data
Matrix: .word 41,45,5, 34,8,
15,16,23,44,48,12,32,18,47,22,8,22
.word 46,40,42,33,13,38,27,6, 29,25,18,40,47,22,26,14,3
.word 7, 48,35,9, 43,38,9, 49,28,25,42,5, 44,10,5, 38,14
.word 46,33,16,6, 13,20,31,1, 8, 17,1, 47,28,46,14,28,7
.word 32,2, 48,25,41,29,14,39,43,46,3, 39,32,49,41,28,46
.word 5, 43,2, 48,13,4, 33,41,32,19,9, 25,30,22,2, 9, 40
.word 14,47,22,18,47,3, 35,44,18,6, 33,22,11,6, 47,50,4
.word 28,34,20,30,18,27,38,5, 26,40,37,23,16,13,37,8,7
.word 48,38,39,12,10,39,23,20,21,20,33,16,24,21,25,3,46
.word 49,38,40,38,13,47,5, 13,4, 13,23,26,12,30,29,29, 3
.word 8, 20,10,13,31,7, 12,41,12,21,28,26,43,14,35,10,19
.word 49,33,25,26,24,29,46,22,7, 5, 15,41,10,31,19,41,27
.word 48,9,...
3. Minimize the number of states for the state table below. Provide a reduced state table Next State Present State 00 01 10 Output So 1 S20 S1 S2 82 S3I S2 83 83 S0 so S1 84 855 S6 85 6 6 87 86 7 S7 So0 S4 S6
3. Minimize the number of states for the state table below. Provide a reduced state table Next State Present State 00 01 10 Output So 1 S20 S1 S2 82...
Consider the following state diagram, which items on the state table is correct for the switch between states and output values. (Fig. 31) So S1 YO S Sz %0 Ss S2 S4 0 So Next state Z2Z1 Current state A. B. C. D. S4 S5 S6 S7 X=0 54 S5 S5 S5 X=1 X=0 S1 01 S6 00 S7 01 S4 10 Fig. 31 X=1 10 00 00 00 A. Line A on the table OB Line B on the...
Consider the following state diagram, which items on the state table is correct for the switch between states and output values. (Fig. 30) So S7 Food S Sz SS l%0 S2 Sc 70 %0 So Next state Z2Z1 Current state A. B. C. D. SO S1 S2 S3 X=0 S3 S4 S3 S3 X=1 X=0 S1 00 S1 01 10 S4 00 Fig. 30 X=1 00 00 10 00 S2 A. Line A on the table Line B on the...
A sequential circuit has one input (X), a clock input (CLK), and
two outputs (S and V). X, S and V are all one-bit signals. X
represents a 4-bit binary number N, which is input least
significant bit first. S represents a 4-bit binary number equal to
N + 3, which is output least significant bit first. At the time the
fourth input occurs, V = 1 if N + 3 is too large to be represented
by 4 bits;...
(10%) Draw the State Table using the above table. Is this a
Mealy or Moore Model design?
(15%) Design a Sequential FSM machine for it, using at least 1
JK type flip flop.
(5%) Draw the Circuit diagram.
Consider the following state diagram, where states are so = 00, S1 = 01, S2 = 10 , S3 =11 1/1 Reset 1/0 1/0 0/0 C S3 1/01 0/0
The relative time ratings of exercises are shown in square brackets after each exercise number. On average, an exercise rated [10] will take you twice as long as one rated [5]. Sections of the text that should be read before attempting an exercise will be given in angled brackets; for example, <1.3> means you should have read Section 1.3, Under the Covers, to help you solve this exercise. 2.1 [5] For the following C statement, what is the corresponding MIPS...
ercise 5 Part One: Sequential Logic ask 5.1,1: Design a 4-bit up/down counter that does not overflow or underflow. That is, counting up is disabled when it reaches its maximum value and counting down is disabled when it reaches its minimum value. Use circuit simulation to verify your design. Task 5.1.2: Design a logic implementation of the Finite State Machine in Fiqure 2.3 using JK flip flops. It can be assumed that unused state combinations may be considered as don't...
Please comment the MIPS code to help me understand.
Here is what the code accomplishes.
Here is the code, partially commented.
.data
Matrix: .word 41,45,5, 34,8,
15,16,23,44,48,12,32,18,47,22,8,22
.word 46,40,42,33,13,38,27,6, 29,25,18,40,47,22,26,14,3
.word 7, 48,35,9, 43,38,9, 49,28,25,42,5, 44,10,5, 38,14
.word 46,33,16,6, 13,20,31,1, 8, 17,1, 47,28,46,14,28,7
.word 32,2, 48,25,41,29,14,39,43,46,3, 39,32,49,41,28,46
.word 5, 43,2, 48,13,4, 33,41,32,19,9, 25,30,22,2, 9, 40
.word 14,47,22,18,47,3, 35,44,18,6, 33,22,11,6, 47,50,4
.word 28,34,20,30,18,27,38,5, 26,40,37,23,16,13,37,8,7
.word 48,38,39,12,10,39,23,20,21,20,33,16,24,21,25,3,46
.word 49,38,40,38,13,47,5, 13,4, 13,23,26,12,30,29,29, 3
.word 8, 20,10,13,31,7, 12,41,12,21,28,26,43,14,35,10,19
.word 49,33,25,26,24,29,46,22,7, 5, 15,41,10,31,19,41,27
.word 48,9,...
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