P1 P1 P1 R D U P2 P2 P2 F M H T T P1 5,4 -1,1 7,0 2,6 7,4 2,1 7,3 K 4,1 2,1 a)Find the subgame perfect equilibria of this game
Q: d. y=0; for (i=0; im; j++) x--; } e. for(i=1; isn; i++) { for(j=1; jj; k--) x=x+5; y /= 3; } x =…
A: d. The time complexity of the program mainly depends on the loops and the number of times each loop…
Q: Let n be the product of two large primes. Alice wants to send a message m to Bob, where gcd(m, n) =…
A: Sol: Given n be the product of two large prime Alice wants to send a message m to bob gcd(m,n)=1…
Q: Show that if f(x) is O(x), then f(x) is O(x2).
A:
Q: Given: Bayesian Network Solve the Joint Probability Distribution P(J=t, M=f, A=t, B=f, E=t) Sample…
A: Here we have given solution for finding the joint probability distribution for the given expression.…
Q: move is made by Alice, the second — by Bob, the third — by Alice, etc. During their turn, the player…
A: Here have to determine about program for chips on board game problem statement.
Q: 5. Compute, fhe Weakst precondetion for the filowing Sequenes Bf stalement by usng Postantitun %3D…
A: What does the term "weakest precondition" mean?A weakest precondition for a statement S and a…
Q: Question 1 7x+x+6r+9r²+4x+5 Let S(x) - 6r + Sx2+2x-7 1. Use Ad-hoc calculations to prove that f(x)…
A: Answer's
Q: Fibonacci numbers F1, F2, F3, . . . are defined by the rule: F1 = F2 = 1 and Fk = Fk−2 + Fk−1 for k…
A: In the question, it is given: Fk = Fk-2 + Fk-1 for k > 2 with F1=F2=1 ---(i) Lk = Lk-2 + Lk-1 for…
Q: Let a = 25, b = 19, and n = 3. a. Verify that 3|(25 – 19). b. Explain why 25 = 19 (mod 3). c. What…
A: This question comes from Discrete Mathematics which is a paper of Computer Science. Let's discuss it…
Q: Prove that f(x) = x is O(x3).
A: Attached image below:
Q: Given x=[1 1 0] and y=[1 0 2] find h[3] of h[n]=x*y O 2 O 1 O 3
A: Answer : Option D
Q: def foo(man): INF = 1000000 def boom(ma, lax, lay, na): if na == 1: return ma[lax][lay] if na == 0:…
A: In the given program, the function foo is defined. Inside the function foo, the function boom is…
Q: Let M ({qo, q1, q2, q3, q4, qs}, {a, b, c}, qo, fs, {q1,q3, qs}) be the Deterministic Finite %3D…
A: Q = { q0, q1, q2, q3, q4, q5 } ∑= { a, b, c } q0 = q0 T = fs F = { q1, q3, q5 }
Q: Jason discovered that alarms can sing one of the n+1 tunes, which have the accompanying…
A: Here have to determine about the Song of the Sirens programming problem statement.
Q: Determine, using limits, which Landau symbol, 0, 0, or N best describes the relationship between…
A: Given the question first one is determine the relationship between n^3 and nln(n) asymptotically…
Q: 1. Let x ∈ Z. Use a direct proof to show that if 5x2 + 8 is odd then x is odd. 2. Show by…
A: 1) Given 5x2+8 is odd which implies 5x2 is odd as the sum of any odd and even is odd. so 5x2 is…
Q: Suppose that f(x) is O(g(x)). Does it follow that 2f(x) is O(2g(x))? Prove your answer.
A: The given information is: f(x) is O(g(x)).
Q: Prove by logical equivalences and rules of inference that vx(L(x)→ R(x)),3x(P(x)^ ~ R(x))H ~ Vx(P(x)…
A: The instruments for proving logical equivalence are inference rules. The building of a truth table…
Q: order Spada numbers are well established in the insurance industry. Formally they are defined by the…
A: It is defined as simply a series of instructions that are followed, step by step, to do something…
Q: 2. Bob and Permutations Bob is fascinated by permutations, so he reached out to Alice and Yoda to…
A: Solution:-- 1)As given in the question it is required to the code for the problem of the Bob…
Q: With the help of Pumping Lemma prove th fa"b"c"dm | n3m 21} U {a"b"c"d" | n=m21}
A: for any string w€ L with length |w|≥m • we can write w= x y z • with x y ≤ m and y≥1 • such…
Q: Let G = ({S, A1, A2}, {a, b}, P, S), where P consists of S - aA A2a, A → baA,A,b, A, A ab, aA baa,…
A: In this question, we have given a grammar G and we have to test whether string w belongs to given…
Q: Solve the preemptive goal programming model written below via simplex algorithm. a Z= Pldl* + P2d2-…
A: Z= objective function term involving the goali.…
Q: a) Show that p p is logically eguivalent to -p: Show that (p9) 4 Čp t9) ís logically equivalent to…
A: The down arrow symbol represents NOR operation
Q: Show that (a*b) O (b*c) Ð (c*a) = (a © b) * (b Ð c) * (c O a). Let (L,a ^ b = a ea v b=b.
A: Using boolean logic to solve.
Q: Heuristics Prove or disprove: If h1(n), ..., hk(n) are admissible, so is h(n) = h1(n) + ... + hk(n)
A: It is generally understood that the pointwise maximum of any set of admissible heuristics h1,...,hk…
Q: * Bird(x) Can- Fly(x) This universal quantifier used here implies that All reptiles cannot fly Oa.…
A: Refer to step 2 for the answer.
Q: Prove or disprove. show your work. (a) for any integers n a and m: if both n and m are odd, then n-…
A:
Q: justifies it. 1. ((A v B) ɔ C) 2. ((C v B) ɔ (A 5 (D = E))) 3. (A · D) .:(D = E) 4. A •…
A: It is defined as the process of finding answers for the complex calculation that may involve numbers…
Q: Let S be the set of all sentences in English Wikipedia as it existed on Feb 7, 2022 at midnight.…
A: S is a language that can be described using deterministic finite-state automaton. S is a language…
Q: Q1: (a) Solve: 1- (110.011)2 = (? )10 2- (501= (? )16 3- (912)10=(?)BCD (b)Simplify using K-map…
A: Q1. (A) 1) As there are binary numbers after decimal points, numbers appear to be fractional. For…
Q: (a) Show that 3x(Px x Px). (b) Show that {Qx,V y(Qy → Pz)} EX Px.
A: The solution for the above-given question is given below:
Q: 4. Consider f(n) = 3n2 + 4n – 3, mathematically show that f(n) is O(n?), 2(n²), and O(n2).
A:
Q: How about we consider a line with n shops. The shops are numbered with integers from 1 to n from…
A: Here have to determine about the Greedy Shopping programming problem statement.
Q: 1. Let f(n) and 8(n) be asymptotically positive functions. Prove or disprove the follow- ing…
A: The solution for the above givenq uestion is given below:
Q: A ancient magnate is failing. His want is to have solely ONE of his descendant’s receive ALL of his…
A: Java code import java.util.Scanner; public class Decendent { public static void main(String…
Q: Determine whether f : Z × Z → Z is onto for the following cases if a) f (m, n) = |m| + |n|
A: Given f(m,n)=|m|+|n| Onto function Consider a function f such that f from set A to setB consist of…
Q: x = 1; y = 2; z = 1; n = 5; while (z <n) do { } x = x * y^2; Z = z + 1; Using the loop invariant…
A: Here's the solution:
Q: Fermat's "Little" Theorem states that whenever n is prime and a is an integer, a^n−1≡1modn Then…
A:
Q: k=0; i=0; while(k<1 && i<1) k=k+1; i=i+1;i-i-k; end O i=0, k=1 O i=0, k=0 O i=1, k=0
A: The correct answer is option (a) i=0, k=1
Q: An infinite sequence is defined as follows: A₁ = 1, i ≤ 0, Ai = A[i/p] -x+ A[i/q]-y, i ≥ 1 Find the…
A: I have provided the answer based on Java Programming. Detailed comments are included for a better…
Q: Discussion :- Q1\ prove that : [((A'+B).(C' .D)+(A'+D))' .((B.C)' + A . (A'+B'))']' =1
A: Task : Given the Boolean expression. The task is to prove or disprove that given expression is…
Q: Show that for f(n) = 2n2 and g(n) = 20n + 3n2 , f(n) is θ(g(n)). How many ways can it be shown?…
A: We have to show that the following asymptotic notation .
Q: Show that x log x is O(x2) but that x2 is not O(x log x).
A:
Q: Exercise 9 (H.W): a. Show that p n q = qa p and pv q = q v P b. Show that (p v 9) v r = pv (q v r)…
A: We have to show that both left hand side and right hand side are equivalent. We can show that with…
Q: for (j = n - 1; j> 0; j = j - 1) Factorial ( n ) { if n=1 for (i = 0; i A[ i+ 1]) return n *…
A: Time complexity : Time complexity is the total amount of time required by an algorithm to perform…
Q: #8 Suppose i=$11, j=$t2, k=$t3 //watch short-circuit if ( i == j || i == k ) i++ ; else j-- : j = i…
A: Answer: I have done code and also I have attached code aw well as screenhshot.
Q: For the following f and pairs of fanctions state whichh of the relatiouships fE O(g) and /or fE o…
A: As per our guidelines, only 3 sub parts will be answered. So, please repost the remaining questions…
Q: (a) Best-First Search (b) A* Algorithm 5 Q P R Y т U 8 3 W Figure-l: A Map The straight-line…
A: Answer:- (a). USING BEST FIRST SEARCH ALGORITHM :- According to this algorithm, we have to select a…
Q: Let f(n) = 2n and g(n) = n. a) Show that f is O(g) using specific values of C and no. b) Show that g…
A: Big-O Notation O(n): Let f(n) and g(n) be the two functions described and the function f is said to…
Step by step
Solved in 2 steps
- Mattlan ataach screenshot of graph. Gen ate sets of information (xi, Yi) utilizing = (0 : 0.1 : 2.5)';y=erf(x); in MATLAB. Expect that the result y(t) can be approximated by a 6th - th degree polynomial as far as x(t) (counting a consistent predisposition term, so seven dad rameters altogether): _y(t) = 0₁ + 0₂x(1) + 03x² (1) + 04x³ (1) + 05xª (1) + 0x³ (1) + 07xº (1) Settle for the coefficients 0₁, I = 1,2,3,4,5,6,7 utilizing clump least squares. Com-pare the outcome with the MATLAR capability "polyfit.".The NoSQL Cap theorem. Why can't C and A coexist peacefully?fill6-)Dynamics for s during deccelaration % s1=s, s2=sdot, x=[s1,s2]'; ODE: ds1/dt=s2, ds2/dt=sdotdot=? fill7-)%Dynamics for s during accelaration % s1=s, s2=sdot, x=[s1,s2]'; ODE: ds1/dt=s2, ds2/dt=sdotdot=? whats the answer of fill6-7 f_L=@(t,s)[s(2); %FILL6% ]; f_U=@(t,s)[s(2); %FILL7% ];
- The set of letters S consists of 30 As, 6 Bs, 24 Cs, 15 Ds, and 15 Es. The set of letters T consists of 25 As, 20 Bs, 15 Cs, 5 Ds and 35 Es. What is the mutual index of coincidence between sets S and T? Leave your answer as a fraction in lowest termsQuestion 1. Describe differences between breadth-first and depth-first searches and provide a sequence for each of the searches for the following graph: A / \ B C / / \ D E F Question 2. For the graphs shown below, provide at least 2 BFS and 2 DFS Traversal Paths for each. See starting nodes in bold below for each graph. Left Graph BFS 1: 1 BFS 2: 4 DFS 1: 1 DFS 2: 4 Right Graph BFS 1: 1 BFS 2: 10 DFS 1: 1 DFS 2: 10Let R=ABCDEGHK and F= {ABK→C, A→DG, B→K, K→ADH, H→GE} . Is it in BCNF? Prove your answer.
- Given a DAG and two vertices v and w, find the shortestancestral path between v and w. An ancestral path between v and w is a common ancestorx along with a shortest path from v to x and a shortest path from w to x. The shortestancestral path is the ancestral path whose total length is minimized. Warmup: Find aDAG where the shortest ancestral path goes to a common ancestor x that is not an LCA.Hint: Run BFS twice, once from v and once from w.Abstract—The choice of Activation Functions (AF) has provento be an important factor that affects the performance of anArtificial Neural Network (ANN). Use a 1-hidden layer neuralnetwork model that adapts to the most suitable activationfunction according to the data-set. The ANN model can learn foritself the best AF to use by exploiting a flexible functional form,k0 + k1 ∗ x with parameters k0, k1 being learned from multipleruns. You can use this code-base for implementation guidelinesand help. https://github.com/sahamath/MultiLayerPerceptronI. BACKGROUNDSelection of the best performing AF for classification taskis essentially a naive (or brute-force) procedure wherein, apopularly used AF is picked and used in the network forapproximating the optimal function. If this function fails, theprocess is repeated with a different AF, till the network learnsto approximate the ideal function. It is interesting to inquireand inspect whether there exists a possibility of building aframework which…Given R=ABCDEFGand F = {CF→B, B→C, FB→E, CBE→F, E→AG, FA→B,BG→FE, BA→CG}The following is a minimal cover: A. (CFD, FBD, BED, BAD, BDG) B. CFD→BEAG C. CF→B, FB→E, E→AG, FA→B, BA→G D. CF→B, B→C, FB→E, E→AG, FA→B, BG→F, BA→G
- Shortest ancestral path. Given a DAG and two vertices v and w, find the shortestancestral path between v and w. An ancestral path between v and w is a common ancestor x along with a shortest path from v to x and a shortest path from w to x. The shortest ancestral path is the ancestral path whose total length is minimized. Warmup: Find a DAG where the shortest ancestral path goes to a common ancestor x that is not an LCA. Hint: Run BFS twice, once from v and once from w.Given: CFG S->XY | YX X -> Y1 | 1 Y -> 0X | 0 Is the given CFG ambiguous? Prove by getting two (2) parse trees of w = 0000111101 with leftmost derivation. Otherwise, the CFG is not ambiguous.In the Erdös-Rényi random network model, suppose N=101 and p=1/20, that is, there are 101 vertices, and every pair of vertices has a probability of 1/20 of being connected by an edge. For the network model given what is the probability that a network generated with those parameters has exactly 400 edges? No need to give the decimal value, the mathematical expression will suffice