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2 seperate questions the last picture is part of the second
question ( multiple choice)
Let...
three seperate questions multiple choice 13 and B= Find A -B. 2 . [4:1 Let A=...
three seperate questions multiple choice
13 and B= Find A -B. 2 . [4:1 Let A= -1 6 2 6 7 177 15 12 1 5 5 30 1 5 3 30 7 17 15 36 Let A and B be 3 x 3 matrices with det(A) = 2 and det(B) = -3. Then find det(-A2B). -6 -12 6 12 [5 2 -2 3 -47 0 4 21 _0 Find the determinant of the matrix, A= 10 0 -2 3...
three seperate questions multiple choice Given A= -(-18)and B=(1-32] Find the matrix product AB, if it...
three seperate questions multiple choice
Given A= -(-18)and B=(1-32] Find the matrix product AB, if it is defined. 0-6 21 1 -18 12 [-28 - 3 6-71 -20 -1 19 (3 7-11 -20 19 AB is undefined. The sizes of two matrices A and B are given. Find the sizes of the product AB and the product BA, if the products are defined A is 2 * 3, B is 3 * 2. AB is 3 x 3, BA is...
2 seperate questions multiple choice The augmented matrix for a system is given as, (9-3631 Find...
2 seperate questions multiple choice
The augmented matrix for a system is given as, (9-3631 Find the general solution or state that there is no solution No solution 5 = 7 T. N (-5,7) For the given matrix A, find a basis for the corresponding eigenspace for the given eigenvalue. 1-4-4 A-4 4. A = -3 4 -4 -7 1
3 seperate questions multiple choice Determine which of the following matrices are in RREF. ſi 0...
3 seperate questions multiple choice
Determine which of the following matrices are in RREF. ſi 0 0 27 i) 0 2 0 3 0 1 1 4 ſi 0 1 0] i) 0 1 1 0 0 0 0 1 [1 0 -1 2 ii) 0 1 07 0 o [1 0 0 2 iv) 0 1 0 1 0 0 1 0 0 0 1 iv only ii and iii ii and iv i and ii For the given...
Question 5 True of False part II: 5 problems, 2 points each. (6). Let w be...
Question 5 True of False part II: 5 problems, 2 points each. (6). Let w be the x-y plain of R3, then wlis any line that is orthogonal to w. (Select) (7). Let A be a 3 x 3 non-invertible matrix. If Ahas eigenvalues 1 and 2, then A is diagonalizable. Sele (8). If an x n matrix A is diagonalizable, then n eigenvectors of A form a basis of " [Select] (9). Letzbean x 1 vector. Then all matrices...
Verify the following properties, using any distinct, invertible A, B, 4×4 upper triangular matrices of your...
Verify the following properties, using any distinct, invertible
A, B, 4×4 upper triangular matrices of your choice:
3. (0.5 marks each) Verify the following properties, using any distinct, invertible A, B, 4 x 4 upper triangular matrices of your choice: (a) The inverse of an upper triangular matrix is upper triangular; (b) (AB)- B-1A-1 (e) trace(AB) trace(BA); (d) det(AB) det (BA) example of matrices A, B such that det(AB) det(BA) (BONUS 1 mark) Give an
3. (0.5 marks each) Verify...
two seperate questions multiple choice Determine which of the following matrices are in RREF. ſi 0...
two seperate questions multiple choice
Determine which of the following matrices are in RREF. ſi 0 -1 0 ſi 0 0 27 in) 0 1 2 0 [1 0 1 0] ii) 0 1 1 0 0 0 0 1 ſi 0 0 2 iv) 0 1 0 1 0 0 1 0 i) 02 03 0 0 1 0 0 14 iv only ii and iii ii and iv i and ii For the given matrix and eigenvalue, find...
the second picture is part of the first question there is 3 questions all multiple choice...
the second picture is part of the first question there is 3
questions all multiple choice
Find the general solution to the system : ix+y=3 ix - y = 2 MINIO II 10.- 11 1 2 -- 2 ex Il -- 1 2 N - N1 . Use polar form to calculate (-1 + 3iy9 O 64 512 0-64 -512 1+ 3i Express in standard form. 3+i 10 3 3 4. O 1 + i O il Unit 01
two seperate questions multiple choice Calculate the following: [3+i 2-i [ [ 3 2 2-i| 2...
two seperate questions multiple choice
Calculate the following: [3+i 2-i [ [ 3 2 2-i| 2 ས 3 2- 2i - 3 2- 2i 2 - 1 Determine the real and imaginary parts of the complex number by first writing the number in standard form. z=(5-3i)(5 + 3i) Re(z) = 30 and Im(z) = 4 Re(z) = 32 and Im(z) = 2 Re(z) = 34 and Im(z) = 6 Re(z) = 34 and Im(z) = 0
sorry I thought it would look for similar questions after taking a picture. but it posted...
sorry I thought it would look for similar questions
after taking a picture. but it posted I also need help with these
questions plus what the picture had. Thank you!
d)deduce that the matrix A is invertible
e) solve the linear system S1 by Gauss Elimination
f) find the inverse A^-1 of A
g)deduce the solution of S1
h) find the LU decomposition of the matrix A
I) solve the linear system of equation S1 by using the LU
j)...
three seperate questions multiple choice
13 and B= Find A -B. 2 . [4:1 Let A= -1 6 2 6 7 177 15 12 1 5 5 30 1 5 3 30 7 17 15 36 Let A and B be 3 x 3 matrices with det(A) = 2 and det(B) = -3. Then find det(-A2B). -6 -12 6 12 [5 2 -2 3 -47 0 4 21 _0 Find the determinant of the matrix, A= 10 0 -2 3...
three seperate questions multiple choice
Given A= -(-18)and B=(1-32] Find the matrix product AB, if it is defined. 0-6 21 1 -18 12 [-28 - 3 6-71 -20 -1 19 (3 7-11 -20 19 AB is undefined. The sizes of two matrices A and B are given. Find the sizes of the product AB and the product BA, if the products are defined A is 2 * 3, B is 3 * 2. AB is 3 x 3, BA is...
2 seperate questions multiple choice
The augmented matrix for a system is given as, (9-3631 Find the general solution or state that there is no solution No solution 5 = 7 T. N (-5,7) For the given matrix A, find a basis for the corresponding eigenspace for the given eigenvalue. 1-4-4 A-4 4. A = -3 4 -4 -7 1
3 seperate questions multiple choice
Determine which of the following matrices are in RREF. ſi 0 0 27 i) 0 2 0 3 0 1 1 4 ſi 0 1 0] i) 0 1 1 0 0 0 0 1 [1 0 -1 2 ii) 0 1 07 0 o [1 0 0 2 iv) 0 1 0 1 0 0 1 0 0 0 1 iv only ii and iii ii and iv i and ii For the given...
Question 5 True of False part II: 5 problems, 2 points each. (6). Let w be the x-y plain of R3, then wlis any line that is orthogonal to w. (Select) (7). Let A be a 3 x 3 non-invertible matrix. If Ahas eigenvalues 1 and 2, then A is diagonalizable. Sele (8). If an x n matrix A is diagonalizable, then n eigenvectors of A form a basis of " [Select] (9). Letzbean x 1 vector. Then all matrices...
Verify the following properties, using any distinct, invertible
A, B, 4×4 upper triangular matrices of your choice:
3. (0.5 marks each) Verify the following properties, using any distinct, invertible A, B, 4 x 4 upper triangular matrices of your choice: (a) The inverse of an upper triangular matrix is upper triangular; (b) (AB)- B-1A-1 (e) trace(AB) trace(BA); (d) det(AB) det (BA) example of matrices A, B such that det(AB) det(BA) (BONUS 1 mark) Give an
3. (0.5 marks each) Verify...
two seperate questions multiple choice
Determine which of the following matrices are in RREF. ſi 0 -1 0 ſi 0 0 27 in) 0 1 2 0 [1 0 1 0] ii) 0 1 1 0 0 0 0 1 ſi 0 0 2 iv) 0 1 0 1 0 0 1 0 i) 02 03 0 0 1 0 0 14 iv only ii and iii ii and iv i and ii For the given matrix and eigenvalue, find...
the second picture is part of the first question there is 3
questions all multiple choice
Find the general solution to the system : ix+y=3 ix - y = 2 MINIO II 10.- 11 1 2 -- 2 ex Il -- 1 2 N - N1 . Use polar form to calculate (-1 + 3iy9 O 64 512 0-64 -512 1+ 3i Express in standard form. 3+i 10 3 3 4. O 1 + i O il Unit 01
two seperate questions multiple choice
Calculate the following: [3+i 2-i [ [ 3 2 2-i| 2 ས 3 2- 2i - 3 2- 2i 2 - 1 Determine the real and imaginary parts of the complex number by first writing the number in standard form. z=(5-3i)(5 + 3i) Re(z) = 30 and Im(z) = 4 Re(z) = 32 and Im(z) = 2 Re(z) = 34 and Im(z) = 6 Re(z) = 34 and Im(z) = 0
sorry I thought it would look for similar questions
after taking a picture. but it posted I also need help with these
questions plus what the picture had. Thank you!
d)deduce that the matrix A is invertible
e) solve the linear system S1 by Gauss Elimination
f) find the inverse A^-1 of A
g)deduce the solution of S1
h) find the LU decomposition of the matrix A
I) solve the linear system of equation S1 by using the LU
j)...
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