Fill in the following table showing the results of evaluating Boolean operations on bit vectors: Operation Result 0110 1101 1011 0110 -a a & b a b a ^b
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- Thank you but I need it without using vectorsPlease answer the "function" I already did the code. thank you this is my code : A = [2,1,0;-1,1,1;1,1,-1] [ss,li,bas] = splibas(A) function [ss,li,bas] = splibas(A) % Initialize outputs to false ss = false; li = false; bas = false; % Get Dimension of vectors dim = size(A(:,1),1); % Get number of vectors n = size(A,2); % Calculate Rank of A r= rank(A); % If rank is equal to number of vector % Vectors are linearly independent if(r==n) li = true; end % Calculate row echelon form of A RE = rref(A); % Find number of non-zero rows span = 0; for i=1:dim if(~isequal(RE(i,:),zeros(1,n))) span = span + 1; end end % If number of non-zero rows equals vector dimension % Vectors form a spanning set if(span==dim) ss = true; end % If vectors are both spanning set and linearly-independent % They form Basis if(ss==true && li==true) bas = true; end endCreate a MATLAB script file that solves matrices with the following conditions: a. Create a 10 x 5 vector M (range of vector numbers is from -100 to 100) b. Create a 10 x 5 vector N (range of vector numbers is from -100 to 100) c. Print on display M15 d. Print on display N24 e. Print on display fourth column f. Print on display the sum of vectors M and N
- in matlab Using the colon (:) operator, create the following row vectors. 9 7 5 3 1 3 4 5 6 7 8 1.3000 1.7000 2.1000 2.5000work and write the cosine function's taylor expansion (N=10) in C++ and compare the <cmath> with your version (see nartual exponent EXP() vs exp()). EQUATION ATTACHED. EXAMPLE: #include <iostream> #include <cmath> using namespace std; // lazy technique // Factorial Recursion. // https://en.wikipedia.org/wiki/Factorial // write the factorial function as a loop (iteration) // This might seem trivial, but people have researched this // this topic. Sterling series approximation // https://en.wikipedia.org/wiki/Stirling_approximation int fact(int N) { if (N == 0) return 1; else return N * fact(N - 1); } // taylor series approximation for the // natural exponent 2.718... which is abbreviated as exp. double EXP(double x) { double sum = 0.0; for (int i = 0; i < 10; i++) sum += pow(x, i) / fact(i); return sum; } // dummy--aka place holder--functions. double SIN(double x) { return 1; } double COS(double x) { return 0; } int main() { std::cout << "e-World!\n"; for…I need help on how to code this in matlab please. I tried watching tutorials on youtube and they were no help. A vector is given by X = [−3.5 −5 6.2 11 0 8.1 −9 0 3 −1 3 2.5] Using conditional statement and loops, develop a program that creates two vectors from X: Vector P contains all positive elements of X Vector N contains the negative elements of X. The elements in new vectors are in the same order as in X.
- In a letter to the editor of CACM, Rubin (1987) uses the following code segment as evidence that the readability of some code with gotos is better than the equivalent code without gotos. This code finds the first row of an n by n integer matrix named x that has nothing but zero values. for \( (i=1 ; i<=n ; i++)\{ \) for \( (j=1 ; j<=n ; j++) \) if \( (x[i][j] !=0) \) goto reject; println (First all-zero row Show Transcribed Text Rewrite this code without gotos either in C or Java. Compare the readability of your code to that of the example code. No hand written solution and no image[#165] Adding vectors |\vec{\textbf{A}}| = |\vec{\textbf{B}}| = |\vec{\textbf{C}}|∣A∣=∣B∣=∣C∣. Further, \vec{\textbf{A}} + \vec{\textbf{B}} + \vec{\textbf{C}} = 0A+B+C=0. What is the angle between \vec{\textbf{A}}A and \vec{\textbf{B}}B ?I need to check the following: first take two integer values let say x and y, multiply them (keep the product in new variable integerP) and check if multiplication caused overflow. Then take variable integerP and multiply it by 1 billion and check for overflow again. Make the same for float point values. In C language