Question: QUESTION31 Transpose of Matrix squared matrix Choose one : 4 points Find the transpose of matrix. O O O 2 3 QUESTIONS2 Transpose of a

 QUESTION31 Transpose of Matrix squared matrix Choose one : 4 pointsFind the transpose of matrix. O O O 2 3 QUESTIONS2 Transposeof a non-squared Matrix Choose one : 4 points Find the transpassof A- 1 6 3)4 O O QUESTION4 Tries of a SquaredMatrix Choose one : 4 points Find the brice of matrix 10O Track (A)-16 O Trick AF19 QUESTIONS Symmetric Matrix Choose one :4 points Which one of the following matricia is symmetric O A-(

QUESTION31 Transpose of Matrix squared matrix Choose one : 4 points Find the transpose of matrix. O O O 2 3 QUESTIONS2 Transpose of a non-squared Matrix Choose one : 4 points Find the transpass of A- 1 6 3)4 O O QUESTION4 Tries of a Squared Matrix Choose one : 4 points Find the brice of matrix 10 O Track (A)-16 O Trick AF19 QUESTIONS Symmetric Matrix Choose one : 4 points Which one of the following matricia is symmetric O A-( 7) O O A - 2 5QUESTIONS Matrix Addition Choose one : 4 points Given the following matrices O 2 A- B- O A-B 1 O 2 A-B- 3 0 -1 QUESTIONIT Matrix Multiplication Choose one : 4 points Calculate the following matrix multiplication. O AB AB- 12 AB QUESTION'S Matrix-Vector Multiplication Choose one : 4 points Li A O O A-D-(7 5) OSystem of Linear equations and Augmented Matrix. Choose one : 4 points Write the joymanted matrix of the following system of linear equations O O O QUESTION 10 identifying a Row Echelon Farm Matrix Choose all that apply . 4 paints O 031 0 QUESTION 11 Computing Row Echelon Form of a Matrix Choose one : 4 points 2 Convert the following matrix. in row schalon form. O 2 2 2QUESTION 12 identifying a loaduend Row Echelon Form Matrix (RREF) Choose all that apply . 4 points Salact the matrices that are in reduced row echelon form (BREF) O O 1 O QUESTION 13 Computing Reduced How Echelon Form of a Matrix (RREF) Choose one : 4 points Convert the following matrix 3 1 4 A = 2 2 1 in reduced row echelon 3 -1 2 3 form (canonical form) O THEf( 4) O FFEf(4) QUESTION 14 Solution of Spainm of Linear Equations Using Reduced Row Echelon farm Choose one : 4 points Solve the system of linear equation id Low Echalon form matrix 01-1,71. 12 0 12.y-12--1 0 x-1.y-2, 1-1QUESTION 15 bank of a Matrix Choose one : 4 points Find the rank of the Matrix O RankAr-1 QUESTION 16 Linear independence using Matrix Echelon Form Choose one : 4 points Which victors s and uj are linear independent in O QUESTION 17 Linear dependence using Matrix Echelon Form Choose one : 4 points Which victor uj and us are linger dependent in K > O O 14-(1,4), -(25) QUESTION 18 Bish Using Matrix Reduced Row Echelon Formputtaj Choose one : 4 points Which of the set of vector in B - {uj , "] form a basis of R F O O -(1,3),-25)QUESTION 19 Matrix How Spics Choose one - 4 points Find the basis of row space of matrix Jim [rawspiAj and mankiA) 0 resp(A) - spam {(1, 2 1), (0, -4,-1)), demrouup(A]] -2 rank(4) -2 resp(4) - spun {(1, 2 1), (0,4, 1)} O resp(A) - sun {(1, 2 1), (0, 4, -1), (0,0, 0)], Ampomp(4)] -1, rank(4) -3 O rap(4) - sun {(1, 2 1), (2, 0, 11), (3,2, 2)], dimroomsp(4)] -1, rank(4) -3 QUESTION SO Matrix Column Space Choose one : 4 points Find the column space of matrix. - . and dim[enbpiAn O addup( A)- O O (090 QUESTION 21 Matrix Null Spice Choose one : 4 points Find the null space of A O O damn ( mull( A)) - 2 O QUESTION2 Coordinate of a Polynomial Choose one : 4 points Find the coordinate of p(x) - 3 4 4x4 537 with respect to the basis B - {1,z, }Change of Basis and Transition Matrix Group - 2 qustations Consider cha bases B-{ {}-{(1, 1), (1,4]] and B -{u, 141-[(1, 4),(1,1)] Answer the two questions below. QUESTION 21 Transition Matrix Choose one : 4 points Consider che bases B-{or,"} {(1, 3), (1,4)] and B -{u,)-101, 9,(1,1)] Campusn the transition matrix from De D. M . a O O O QUESTION 21 Victor image Choose one : 4 point Using the transition matrix from B . B. My, x , obtained in quiation 25.2 , if the coordinate of d in baan B is Jun - (2) then computs its name coordinate in B'

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