help pls 1. Find the adjecency matrix for each of the following graphs cap 12,3) 0,37...
Help 2 2. II. Use the previous graphs to create the following: 1. Adjacency matrix for G in 1. 2. Incidence matrix for G in 1. 3. Adjacency list for G in 3. 4. Adjacency matrix for I in 5. 5. What is the degree of vertex a in 2. 6. If is a subgraph from G in 2. II-(K, L) is a complete graph, K-(b,c,d) and K C V. Draw the graph
Determine if each following matrix is invertible. If so, find the inverse matrix. [1 0 1 2 2 3] 12 -1 3 5 -1
1. For each of the following symmetric matrices, find an orthogonal matrix P and diagonal matrix D such that PTAP = D. 0 1 (а) А — 1 0 1 -1 1 0 2 -2 (Ъ) А %— -2 -2 -4 -2 2 |3 0 7 0 5 0 7 0 3 (с) А %— 1. For each of the following symmetric matrices, find an orthogonal matrix P and diagonal matrix D such that PTAP = D. 0 1 (а)...
For each of the following matrices, determine if A is diagonalizable. If it is, find a matrix S and a matrix B such that A = SBS-1. You do not need to compute S1. Then find a matrix similar to A3000 6. A= 1-12 6-3 0 0 0 03 For each of the following matrices, determine if A is diagonalizable. If it is, find a matrix S and a matrix B such that A = SBS-1. You do not need...
please help [-1,2,-2 and S = span{Si 12,3,-1], S2 = [-2, 2 ,3, S3 - [ 1,1,-1). Question: If W Find projsW 19 23 , 017 6 39 31 9 , 1]7 28 7 20 30 17 13 16 here to search F1 F9 F10 F8 F4 F5 F6 F7 F3 F2 z2 A # & ? $ 8 7 6
Find the angle between each of the following pairs of vectors A^rightarrow = A_x i^cap + A_y j^cap and B^cap = B_x i^cap + B_y j^cap. A_x1 = -200, A_y1 = 5.20, B_x1 = 1.10, B_y1 = -3.80. A_x2 = 3.20, A_y2 = 4.20; B_x1 = 11.8, B_yx = 6.20. A_x1 = -4.00, A_y2 = 2.00, B_x2 = 7.00, B_y1 = 14.00
Pls help me with this question,do not copy from others, and pls write clearly, there are so many answers I can’t even read!thx so much!!!! 4. Consider the linear transformation T which transforms vectors ) by refection in the yaxis (a) Express the vector 코, = T(2), the result of the linear transformation T on a, in terms of the components r and y of i. (b) Find a matrix T such that T(F) = Ta, using matrix multiplication. (c)...
pls show your working clearly 1. Find the characteristic equation, the eigenvalues and the corresponding eigenvectors for the matrix [ 1 3 -3 A= -3 7 -3 | -6 6 -2
pls help me with this two questions 1. For each of the following mutations: (1) Name the type of mutation and (2) explain the effect on the final protein product. (For example, is the same protein made. etc You will need to use the codon table to determine the amino acids. (Don't forget to transcribe DNA template strand before you translate RNA into amino acids) Original template strand: 3' - TACCCGAGCCGTACGATTAGG-5 a. 3'-TACCCGAGCCGTAAAGATTAGG-5 8372 FEE b. 3'-TACCCGATCCGTACGATTAGG-5 command c. 3'...
1. For each of the following systems of linear equations, find: • the augmented matrix • the coefficient matrix • the reduced row echelon form of the augmented matrix • the rank of the augmented matrix • all solutions to the original system of equations Show your work, and use Gauss-Jordan elimination (row reduction) when finding the reduced row echelon forms. (b) 2 + 2x W 2w - 2y - y + y + 3z = 0 = 1 +...