Homework Answers
Designing a Turing machine to convert a binary number into its 1's complement would be easy.
We can have 3 states
q1 -> converts 1 to 0 and move right OR coverts 0
to 1 and move right
q2 -> Return to the initial position i.e. the
leftmost position of the tape
qf -> final state
As you can see q2 is an optional state and can be
omitted by you upon you wish
Q = { q1, q2, qf }
X = {0, 1}
∑ = {0, 1}
q0 = {q1}
B = blank symbol
F = {qf}
| Tape alphabet symbol | present state 'q1' | present state 'q2' |
|---|---|---|
| 0 | 1Rq1 | 0Lq2 |
| 1 | 0Rq1 | 1Lq2 |
| B | BLq2 | BRqf |
Add Answer to:
il 150,51 iv. {S1) v. (S2) vi. All of the above 6. Construct a Turing machine...
Given the finite state machine: (c) 0,0 1,1 So Start S1 1,1 0,0 0,0 1,0 S2...
Given the finite state machine: (c) 0,0 1,1 So Start S1 1,1 0,0 0,0 1,0 S2 S3 0,0 (i) Determine the transition table associated with the given state machine above (10/100) (ii) Write the simplest phrase structure grammar, G=(V,T,S,P), for the machine in 4(c)(i) (10/100) (iii Rewrite the grammar you found in 4(c)(ii) in BNF notation. (10/100) (iv) Determine the output for input string 1111, of the finite state machine in 4(c)i) (10/100)
Given the finite state machine: (c) 0,0...
Bit Counting Machine A bit counting machine reads a binary input vector (a, b, c, d,...
Bit Counting Machine A bit counting machine reads a binary input vector (a, b, c, d, e) and produces a binary number (s2, s1, s0) that counts the number of ”1”s in the input bits. For example when (a, b, c, d, e) = (0, 1, 1, 1, 1), we have output (s2, s1, s0) = (1, 0, 0), and when (a, b, c, d, e) = (1, 1, 0, 1, 0), we have output (s2, s1, s0) = (0,...
Consider the five-bit binary result (C0, S3, S2, S1, S0) representation in the table above. We...
Consider the five-bit binary result (C0, S3, S2, S1, S0)
representation in the table above. We would like to represent each
combination as its equivalent in two decimal digits, each of which
can be represented in binary as shown in the following table.
Finish filling in the following truth table. Find the
logic expressions for N2X3, N2X2, N2X1, N2X0, N1X3, N1X2, N1X1, and
N1X0 as a function of C0, S3, S2, S1 and S0 Write the
verilog code for the Binary Coded...
Q4 6 Points Let V be a vector space over R and let Vi, ..., Ur...
Q4 6 Points Let V be a vector space over R and let Vi, ..., Ur each be a vector in V\{0}. Show that (v1,..., Vre) is linear independent if and only if span(v1,..., vi) n span(Vi+1,...,Vn) = {0} for all i = 1,...,n-1 Please select file(s) Select file(s)
Let V be a vector space, and ffl, f2, fn) c V be linear functionals on V. Suppose we can find a vector vi e V such that fl (v) 6-0 but £2(v)-6(v) = . . .-m(v) = 0. Similarly, suppose that for all 1 i...
Let V be a vector space, and ffl, f2, fn) c V be linear functionals on V. Suppose we can find a vector vi e V such that fl (v) 6-0 but £2(v)-6(v) = . . .-m(v) = 0. Similarly, suppose that for all 1 i < n we can find vi є V such that fi(vi) 6-0 and fj (vi)-0 for alljöi. Prove that {fL-fa) is were linearly independent in V ly independent in V * . Prove also...
oo as 1 II III IV V Select all of the possible orbitals that could have...
oo as 1 II III IV V Select all of the possible orbitals that could have the following quantum number designations: n = 3 l = 1 me = 0 Select all that apply = IV V - None of the above
Answer and explain your answer QUESTION 5 A Turing machine M with start state go and...
Answer and explain your answer
QUESTION 5 A Turing machine M with start state go and accepting state of has the following transition function: 1 8(q,a) 0 B 40 (90,1,R) (91,1,R) (9f,B,R) 91 (42,0,L) (42,1,L) (92,B,L) 42 (90,0,R) 9f Deduce what M does on any input of O's and I's. Hint: consider what happens when M is started in state qo at the left end of a sequence of any number of 0's (including zero of them) and a 1....
a V 43.3 m/s2 s. This answer agrees with the one obtained above using Equation [1]....
a V 43.3 m/s2 s. This answer agrees with the one obtained above using Equation [1]. Guided Problem A race car starting from rest accelerates at a constant rate of 5.20 m/s?. After how much time has the car traveled 28.5 m along the x-axis? Part 1 of 6 Identify the known and unknown quantities. The car starts from rest so its initial velocity is vo 0. During the time interval of interest, the car travels 28.5 m at constant...
Page 8 of 9 HW-04 Problem No. 4.7 /10 pts 6 2 k For what value(s) of k is y in the plane spanned by vi and v? Show...
Page 8 of 9 HW-04 Problem No. 4.7 /10 pts 6 2 k For what value(s) of k is y in the plane spanned by vi and v? Show all your work, do not skip steps Displaying only the answer is not enough to get credit Solution (Show all intermediate steps, formulas, calculations, explanations and comments below this line. Don't write above this line) 2 k -3 - 1 4 1 K
Page 8 of 9 HW-04 Problem No. 4.7...
Answer the following questions regarding the following data structures: i. 11 ii. 4 iii. 2 iv....
Answer the following questions regarding the following data structures: i. 11 ii. 4 iii. 2 iv. 5 v. 7 vi. 5 / \ / /|\ / \ /|\ \ 17 22 2 3 4 5 3 7 3 4 8 7 /\ /\ \ \| / \ / \ /|\ \ / \ 6 2 9 33 3 9 2 5 8 1 2 5 9 6 9 Which are valid trees? List all correct answers. Which are valid binary...
Given the finite state machine: (c) 0,0 1,1 So Start S1 1,1 0,0 0,0 1,0 S2 S3 0,0 (i) Determine the transition table associated with the given state machine above (10/100) (ii) Write the simplest phrase structure grammar, G=(V,T,S,P), for the machine in 4(c)(i) (10/100) (iii Rewrite the grammar you found in 4(c)(ii) in BNF notation. (10/100) (iv) Determine the output for input string 1111, of the finite state machine in 4(c)i) (10/100)
Given the finite state machine: (c) 0,0...
Consider the five-bit binary result (C0, S3, S2, S1, S0)
representation in the table above. We would like to represent each
combination as its equivalent in two decimal digits, each of which
can be represented in binary as shown in the following table.
Finish filling in the following truth table. Find the
logic expressions for N2X3, N2X2, N2X1, N2X0, N1X3, N1X2, N1X1, and
N1X0 as a function of C0, S3, S2, S1 and S0 Write the
verilog code for the Binary Coded...
Q4 6 Points Let V be a vector space over R and let Vi, ..., Ur each be a vector in V\{0}. Show that (v1,..., Vre) is linear independent if and only if span(v1,..., vi) n span(Vi+1,...,Vn) = {0} for all i = 1,...,n-1 Please select file(s) Select file(s)
Let V be a vector space, and ffl, f2, fn) c V be linear functionals on V. Suppose we can find a vector vi e V such that fl (v) 6-0 but £2(v)-6(v) = . . .-m(v) = 0. Similarly, suppose that for all 1 i < n we can find vi є V such that fi(vi) 6-0 and fj (vi)-0 for alljöi. Prove that {fL-fa) is were linearly independent in V ly independent in V * . Prove also...
oo as 1 II III IV V Select all of the possible orbitals that could have the following quantum number designations: n = 3 l = 1 me = 0 Select all that apply = IV V - None of the above
Answer and explain your answer
QUESTION 5 A Turing machine M with start state go and accepting state of has the following transition function: 1 8(q,a) 0 B 40 (90,1,R) (91,1,R) (9f,B,R) 91 (42,0,L) (42,1,L) (92,B,L) 42 (90,0,R) 9f Deduce what M does on any input of O's and I's. Hint: consider what happens when M is started in state qo at the left end of a sequence of any number of 0's (including zero of them) and a 1....
a V 43.3 m/s2 s. This answer agrees with the one obtained above using Equation [1]. Guided Problem A race car starting from rest accelerates at a constant rate of 5.20 m/s?. After how much time has the car traveled 28.5 m along the x-axis? Part 1 of 6 Identify the known and unknown quantities. The car starts from rest so its initial velocity is vo 0. During the time interval of interest, the car travels 28.5 m at constant...
Page 8 of 9 HW-04 Problem No. 4.7 /10 pts 6 2 k For what value(s) of k is y in the plane spanned by vi and v? Show all your work, do not skip steps Displaying only the answer is not enough to get credit Solution (Show all intermediate steps, formulas, calculations, explanations and comments below this line. Don't write above this line) 2 k -3 - 1 4 1 K
Page 8 of 9 HW-04 Problem No. 4.7...
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