Partial Question 3 Determine the components of the vectors [u₁, u2] and [v1. v2l so that a[1, 2]+[v1, v2] generates the line segment from (1.5, -0.5) to (5.5, -4.5). Do not include spaces in your answers. 4.0 • U₁ = -4.0 02- 1.5 V1 -0.5 V2 1/2 pts
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- Can you help me solve this and explain it step by step on how the answer was found please. Given integer vector x has 5 elements with values 4, 7, 3, 0, 8. What are ending values x? int i ; for ( i == 0; i < x.sixe () - 1; ++i) { x.at(i) = x.at(i); }implement the Viterbi algorithm in Python. Your task is to write codefor the following prototype:def Viterbi(A,B,Pi,O) Returning Viterbi score and best path2. Calculate the Viterbi score and the Best path of the first two vectorsdescribed in part 1 of this assignment by hand. Show your work.3. Create an observation vector of at least 7 elements.4. Use the observation vectors and results calculated in 2. and 3. above totest your implementation of the Viterbi algorithmImplement the following function that returns a vector of vectors of Item, each of which is a subset of elements chosen from the given vector a[first…last]: /* if a is {1,2,3}, first=0, last=2, the function shall returns a vector of the following vectors: {}, {1}, {2}, {3}, {1,2},{1,3}, {2,3},{1,2,3}, all subsets of a[0…2]. Precondition: last-first+1>=1, i.e., there is at least one element in the a[first…last] Note 1)if the length of a[first…last] is n, then the function should return a vector of 2n vectors 2) The order of these subsets does not need to match what’s listed here… */ vector<vector<int>> subsets (const vector<int> & a, int first, int last) code
- Please its my humble request don't use Chegg for this question Given an string representing a 2D array of integers that contains the locations of the two skyscrapers, find the shortest possible path that connects the two skyscrapers and return the length of that path. A skyscraper is defined to be a 4-directionally connected group (i.e. North-South-East-West, no diagonals), and can consist of multiple "parts" such that the initial size of the skyscraper is not one single cell. 1's represent a cell that is part of the skyscraper, and 0's represent cells that are empty air. You will join the path to the other skyscraper by adding planks to spots containing 0's where each cell represents one unit of distance. You can only add planks to spots connected to either a skyscraper or another 2x4 (i.e. you cannot "jump" over a gap), and you can only do so 4-directionally. Return the smallest number of planks needed to make the crossing. Case 1: Input:…2. Replace the even locations in the vector m= [7 9 2 4 5 8 10 3] with the following set of elements [1036 7] Your answerWrite a program that generates a 6-by-6 two-dimensionalmatrix filled with 0s and 1s, displays the matrix, and checks if every row andevery column have an even number of 1s.
- numStudents is read from input as the number of input values in the vector that follow. Use two for loops to output all numStudents elements of vector walkingLogs that are: even integers • odd integers ● For both loops, follow each element with a space, including the last element, and end with a newline. Ex: If the input is 8 11 30 70 39 69 29 138 162, then the output is: 30 70 138 162 11 39 69 29 3 using namespace std; 4 5 int main() { 6 7 8 9 10 11 12 13 14 15 16 17 18 19} int numStudents; int i; cin >> numStudents; vector walkingLogs (numStudents); for (i = 0; i > walkingLogs.at(i); } * Your code goes here */ return 0; ►In this problem you will implement a function called triangle_countwhich will take as input a graph object G, representing an undirectedgraph G, and will return the number of triangles in G. Do not use anyimports for this problem. To simplify the problem you may assume thateach edge is stored twice in G. That is if an edge goes from u to v then vwill be in u’s collection and u will be in v’s collection. If you would prefer,you may assume that an edge is only stored once. In either case G willneed to be regarded as undirected.Assume that EMB(w) is the word embedding for a word, w, computed by some common technique for computing word embeddings (e.g., word2vec). Consider the vector obtained by the following vector arithmetic: EMB("Japan") + EMB("Paris") - EMB("Tokyo"). Other than the words that already related to this equation, what word's embedding would likely be close to the result? Briefly explain (in one sentence) your answer.
- To compute the average of the squares of the elements of a vector V, aka the mean square, we (Note: use randn to create a random vector) Select one: a. We use polyfit which does least squares and skip the minimization part b.we use sum(V.^2)./length(V*V) c.we use sum(V.*V)/length(V) d.we use mean(V) e.we use sum(V^2)/length(V)Suppose a computer program needs to apply an affine transformation to a complex three-dimensional object made up of 3000 points. The transformation is composed of 8 matrices (call them M1 through M3), so for each point (x, y, z) in the object, the following operation is performed. |-|-|-|-|| y M1 M2 M3 M7 M8 Each multiplication of a matrix times a column vector involves 16 multiplications (of one number by another) and 12 additions, for a total of 28 arithmetic operations. Each multiplication of a matrix times another matrix involves 64 multiplications and 48 additions, for a total of 112 arithmetic operations. (These numbers are not made up or chosen randomly; they are facts about 4 x 4 matrix multiplication.) The most inefficient way of applying the transformation to the 3000 points would be to begin on the left, multiplying M1 by M2, then that result by M3, and so on along the list from left to right, and doing the same 8 multiplications again for each of the 3000 points. How many…Create a vector containing all primes less than 2000 such that if p and q are two consecutive primes such that p = q – 4, then both p and q belong to this vector. (For example, 19=23-4). Compute the length of this vector and the 95th component.