In time 7 after trace computation for string * :aabbbcccdd machine in state q3 q5 O q6 O q4 O Answer about these questions: b, e>b c, bE d, aE c, b→E 93 d, aE 94 E, $→E q5 a, ea 96 E, ES b, e>b
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- Algorithm: JP in algebra G(V, E), a directed or undirected network, as an input for algorithm 12: Results3: s=0, 4: wt 0, 5: s(1)=, 6: , 7: d = D(1,:), and 8: while s =10: s(i) = ; 11: w, p >=d; 9: i=argmins+d; (i)12: d(u) = wt Plus wt;13: π(i) = pd = d.min A(i,:); 14; 15; The aforementioned Python version of the algebraic algorithmConstruct a npda that accept the following language, L = { anbm : n ≤≤m ≤≤3n}. Algorithm for the npda: for each a read, we put ______________ tokens to be consumed by b. When read b, change state and for each b, pop one token. Group of answer choices A)1 or 2 or 3 B)1 or 3 C)3Correct answer will be upvoted else downvoted. Computer science. How about we characterize an augmentation activity between a string an and a positive integer x: a⋅x is the string that is an aftereffect of composing x duplicates of a consistently. For instance, "abc" ⋅ 2 = "abcabc", "a" ⋅ 5 = "aaaaa". A string an is separable by another string b if there exists an integer x with the end goal that b⋅x=a. For instance, "abababab" is separable by "stomach muscle", however isn't detachable by "ababab" or "aa". LCM of two strings s and t (characterized as LCM(s,t)) is the briefest non-void string that is separable by both s and t. You are given two strings s and t. Find LCM(s,t) or report that it doesn't exist. It very well may be shown that if LCM(s,t) exists, it is interesting. Input The main line contains one integer q (1≤q≤2000) — the number of experiments. Each experiment comprises of two lines, containing strings s and t (1≤|s|,|t|≤20). Each character in every one…
- Suppose that Turing machine M computes the unary number-theoretic function f defined by f(n) = n2 + 6n + 3 and suppose, further, that M is started scanning the leftmost 1 in an unbroken string of six 1s on an otherwise blank tape. Then M will halt scanning the leftmost 1 in an unbroken string of how many 1s?Suppose you have a finite state machine that accepts bit strings divisible by 11. The FSM has 11 states R0, R1, ... , R10, each corresponding to the remainder when dividing by 11. Input is fed to the FSM one bit at a time from left to right, the same way we did in our in-class examples. If the machine is currently in state R7, an input of 1 should transition it to which state? Type the subscript only of the new state. Your answer should be an integer between 0 and 10, inclusive.correct and detailed answer will be upvoted else downvoted. For a variety of a decent numbers a, one discovered that the amount of approximately two adjoining components is equivalent to x (for example x=ai+ai+1 for some I). x had ended up being a decent number too. Then, at that point, the components of the exhibit a were worked out in a steady progression without separators into one string s. For instance, assuming a=[12,5,6,133], s=1256133. You are given a string s and a number x. Your undertaking is to decide the situations in the string that compare to the neighboring components of the cluster that have total x. In case there are a few potential replies, you can print any of them. Input :The primary line contains the string s (2≤|s|≤5⋅105). The subsequent line contains an integer x (2≤x<10200000). An extra imperative on the input: the appropriate response consistently exists, i.e you can generally choose two nearby substrings of the string s so that in the event that…
- There’s a famous puzzle intended to demonstrate the surprising growth of exponentiation sequences,sometimes called the “Wheat and chessboard problem”:If a chessboard were to have wheat placed upon each square such thatone grain was placed on the first square, two on the second, four on thethird, and so on (doubling the number of grains on each subsequentsquare), how many grains of wheat would be on the chessboard at thefinish?There are 64 squares on a chessboard. Write a program that uses a for loop to calculate the answerQuestion: Draw the deterministic finite state machine for all binary strings divisible by 5 .Write an FSM that accepts those binary numbers with their number of 1s being multiples of three, e.g., 1010100, and 11100111 (but not 1010, nor 001). Draw a graph of your machine and write the formal definition (S, Σ, δ, s0, F).
- Computer Engineering Lab Please me solve this erro in the below coder:Error Message -> IndexError: list assignment index out of rangePython Code:for i in range(int(input())):n = int(input())ppls = [int(i) for i in input().split()]answer = []x = [i for i in range(1, n+1)]for i in range(n - 1, -1, -1):answer[i] = x.pop(i - ppls[i])print(*answer)Input:130 1 0Output:2 1 3Interchange Base Points AlgorithmAn integer j between 1 and k-l, a group G, a base [131,132,..... 13k] for G, and a strong generating set are all inputs.Output: a powerful generating set for G with base B = [131,132..... 13j-1, 13L.+1, 13j, 13j+2, 13j+3..... 13k];1: Given a fixed integer B (B ≥ 2), we demonstrate that any integer N (N ≥ 0) can bewritten in a unique way in the form of the sum of p+1 terms as follows:N = a0 + a1×B + a2×B2 + … + ap×Bpwhere all ai, for 0 ≤ i ≤ p, are integer such that 0 ≤ ai ≤ B-1.The notation apap-1…a0 is called the representation of N in base B. Notice that a0 is theremainder of the Euclidean division of N by B. If Q is the quotient, a1 is the remainder of theEuclidean division of Q by B, etc.1. Write an algorithm that generates the representation of N in base B. 22. Compute the time complexity of your algorithm.