USE MATLAB. 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 A10 A =11V =12 %Augment A and v and express as reduced row echelon form.13 Av =14 rrefAv =15 %Extract the column matrix and the remaining matrix16 Root =17 AL =eye (size(AL))c1 = Root(1)c2 = Root (2)c3 = Root (3)18 if AL ==19202122 elsedisplay("No Roots Found")c1 = NaN;c2 = NaN;c3 = NaN;2324252627 end Linear CombinationGiven 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 – 6v3Find the constants c1, c2 and c3 such that v = c¡V + c2¥2+ €3V3 given that v =<4,8, 1 >

Code: v1=[1;4;5]v2=[3;1;6]v3=[-2;1;-2] R1=3*v1+2*v2-5*v3R2=2*v1+4*v2-6*v3 A=[v1 v2 v3] v=[4;8;1]…

Linear Combination Given the following vectors: v =< 1,4,5 >, vz=< 3,1,6 >, and v3=<-2, 1,-2 > Perform the indicated operations to find R, and R2. R = 3v1 + 2v2 – 5v3 and R2= 2v +4v2– 6v3 Find the constants c1, c2 and c3such that v = c¡V1 +c2¥2+€3V3 given that v =< 4,8,1 >

Linear Combination Given the following vectors: v =< 1,4,5 >, vz=< 3,1,6 >, and v3=<-2, 1,-2 > Perform the indicated operations to find R, and R2. R = 3v1 + 2v2 – 5v3 and R2= 2v +4v2– 6v3 Find the constants c1, c2 and c3such that v = c¡V1 +c2¥2+€3V3 given that v =< 4,8,1 >

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Question

USE MATLAB.

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

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 >

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