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Concept explainers
Create the following
C = [1.5 2 2.5 3 3.5 4 4.5 5 9.6 9.1 8.6 8.1 7.6 7.1 6.6 6.l]
Then use MATLAB’s built-in reshape
By writing one command and using the colon to address a
(a) Create a eight-element column vector named Da that contains the elements of the first and third rows of D.
(A) Create an eight-element raw vector named Db that contains the elements of the second and the fourth columns of D.
(c) Create a eight-element row vector named Dc that contains the first two elements of the first row, the last three elements of the second column, and the first three elements of the fourth row of D.
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Chapter 2 Solutions
EBK MATLAB: AN INTRODUCTION WITH APPLIC
- For any vectors u, v, and w in V3, (u + v) X w =u X w + v X w. 385 x60.00 MP 26t 142s 2021-02-25 01421arrow_forwardThree vectors A, B and C lie on the 3D RCS. The scalar product of A and B is equal to -2. The scalar product of B and C is equal to 3. The scalar product of C and A is equal to-2. Given that B = -a, + ay- 2a, andC = 2ay +a,- 2a, find: Match each item to a choice: The vector triple product A x Bx C A, if the scalar triple product A (B x C) is equal to -18. Choices: # 5ax + 10ay E 6ax : -5az # 2ay + 2a, # 2a,+ 3ay :: :::arrow_forwardDraw vector diagrams for that circuit and from the tablearrow_forward
- The vector projection of the vector A =ax -2ay + az on the vector B = 4ax - 4ay + %3D 7az is * O 0.94ax - 0.94ay + 1.64az -0.56ax + 0.84ay - 2.76az O -0.48ax + 1.76ay - 0.86az O -0.96ax + 1.58ay - 0.76az O Other:arrow_forwardQ1) build a componet form of the vector h +sarrow_forwardLet us define vector v as v=[3; 4;5]; What are the sizes of vector v? Find T=vv' by Matlab code and show the result. What are the sizes of T? Find K=v'v by Matlab code and show the result. What are the sizes of K? Apply the code L=v.*v and show the result. What are the sizes of L?arrow_forward
- 1. Construct the vector diagram that would represent the voltage and current ofeach parallel combination.a. RLb. RCc. RLCd. LCUse the voltage as the place referencearrow_forwardGiven Å = & – ý + 22, B = -& + ŷ + 2 and Č = & + ŷ + 24. Vector (Å x . x B) x č is O x12 – ŷ12 x12 – ŷ12 + 2 -î12 + ŷ12 -x12 + ŷ12 + î O None of thesearrow_forward% Given the following vectors: (Encode as column vectors) v1 = v2 = v3 = %Perform the indicated operations to find R1 and R2. R1 = R2 = %Find the constants c1,c2 and c3 such that v= c1v1+c2v2+c3v3 given that v=<4 8 1> %Augment the vectors v1,v2 and v3 to form matrix A A = v = %Augment A and v and express as reduced row echelon form. Av = rrefAv = %Extract the column matrix and the remaining matrix Root = AL = if AL == eye(size(AL)) c1 = Root(1) c2 = Root(2) c3 = Root(3) else display("No Roots Found") c1 = NaN; c2 = NaN; c3 = NaN; endarrow_forward
- Decompose the vector A = -2āx + 3āy+ 5āz on to vectors parallel and perpendicular to the vectór B = āx -- 2ãy – 2āz. %3Darrow_forwardThe vector field pattern of A = 3yax is Y4 Y4 escarrow_forwardCompletion Status: 3. 6. 10 A Moving to another question will save this response. Question 6 Consider the vectors A =4ax+2kay+kaz and B = 4ax+4ay-4az what value of k the two vectors A and B will be orthogonal ? -4 -1.5 -1 -2 A Moving to another question will save this response. Windows ENG 40 0Oarrow_forward
- Power System Analysis and Design (MindTap Course ...Electrical EngineeringISBN:9781305632134Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. SarmaPublisher:Cengage Learning
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