1 % Given the following vectors: (Encode as column vectors) 2 v1 = v2%3= 4 v3 = 5 %Perform the indicated operations to find R1 and R2. 6 R1 = 7 R2 = 8 %Find the constants c1,c2 and c3 such that v=...

USE MATLAB.

Extracted text: 1 % Given the following vectors: (Encode as column vectors) 2 v1 = v2%3= 4 v3 = 5 %Perform the indicated operations to find R1 and R2. 6 R1 = 7 R2 = 8 %Find the constants c1,c2 and c3 such that v= c1v1+c2v2+c3v3 given that v=<4 8="" 1=""> 9 %Augment the vectors v1, v2 and v3 to form matriX A 10 A = 11 V = 12 %Augment A and v and express as reduced row echelon form. 13 Av = 14 rrefAv = 15 %Extract the column matrix and the remaining matrix 16 Root = 17 AL = eye (size(AL)) c1 = Root(1) c2 = Root (2) c3 = Root (3) 18 if AL == 19 20 21 22 else display("No Roots Found") c1 = NaN; c2 = NaN; c3 = NaN; 23 24 25 26 27 end


Extracted text: Linear Combination Given the following vectors: vi =< 1,4,5="">, v2 =< 3,="" 1,6="">, and v3 =<-2, 1,-2=""> Perform the indicated operations to find R and R2. R1 = 3v + 2v3 – 5v3 and R2 = 2v, +4vz – 6v3 Find the constants c1, c2 and c3 such that v = c¡V + c2¥2+ €3V3 given that v =<4,8, 1="">