1. Create a Matrix A with the following properties:Single Row with that starts with 10 and ends with 100. The constant difference is 3. 2. Create a Matrix B which is a column vector that starts with 50 and counts down to 0. 3. Create the following matrices (a) C1 is a 5x5 magic matrix, (b) C2 is a 5x5 identity Matrix. (c) C3 is a 5x5 matrix whose elements are all 3. (d) C4 is a 5x5 zero matrix. 4. Create a matrix D using the command: D (C1 C2, C3 C4) 5. Create a matrix E using the command: E- (C3 C1; C2 C1] 6. Evaluate: F- D- 2ED +31 7. Evaluate: G- 4E - SDE
1. Create a Matrix A with the following properties:Single Row with that starts with 10 and ends with 100. The constant difference is 3. 2. Create a Matrix B which is a column vector that starts with 50 and counts down to 0. 3. Create the following matrices (a) C1 is a 5x5 magic matrix, (b) C2 is a 5x5 identity Matrix. (c) C3 is a 5x5 matrix whose elements are all 3. (d) C4 is a 5x5 zero matrix. 4. Create a matrix D using the command: D (C1 C2, C3 C4) 5. Create a matrix E using the command: E- (C3 C1; C2 C1] 6. Evaluate: F- D- 2ED +31 7. Evaluate: G- 4E - SDE
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![Matrix Creation
My Solutions >
Task:
1. Create a Matrix A with the following properties:Single Row with that starts with 10 and ends with 100. The constant difference is 3.
2. Create a Matrix B which is a column vector that starts with 50 and counts down to 0.
3. Create the following matrices (a) C1 is a 5x5 magic matrix, (b) C2 is a 5x5 identity Matrix. (c) C3 is a 5x5 matrix whose elements are all
3. (d) C4 is a 5x5 zero matrix.
4. Create a matrix D using the command: D = [C1 C2; C3 C4]
5. Create a matrix E using the command: E= [C3 C1; C2 C1]
6. Evaluate: F = D - 2ED + 31
7. Evaluate: G = 4E - 5DE
Script e
H Save
C Reset
I MATLAB Documentation
1 %Create a Matrix A with the following properties:Single Row with that starts with 10 and ends with maximui
2 A =
3 % Create a Matrix B which is a column vector that starts with 50 and counts down to 0.
4B =
5 %Create the following matrices
6 % (a) C1 is a 5x5 magic matrix,
7 C1=
8 %(b) C2 is a 5x5 identity Matrix.
9 C2-
10 %(c) C3 is a 5x5 matrix whose elements are all 3.
11 C3=
12 %(d) C4 is a 5x5 zero matrix.
13 C4=
14 %Create a matrix D
15 D = [C1 C2; C3 C4];
16 %Create a matrix E
17 E= [C3 C1; c2 C1];
18 %Evaluate F:
19 Fe
20 %Evaluate G:
21 G=
22
Run Script
Assessment:
Submit
Value A
Value B
Value C1
Value C2
Value C3
Value C4
Value F
Value G
Functions Used
Functions Used2
O 2020 The MathWorks, Inc.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F64efc4f4-2bb3-4cac-9920-511225e6de12%2F485d4834-e6ef-4a0d-89f4-0cb0e6647dc2%2F4hvaxxb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Matrix Creation
My Solutions >
Task:
1. Create a Matrix A with the following properties:Single Row with that starts with 10 and ends with 100. The constant difference is 3.
2. Create a Matrix B which is a column vector that starts with 50 and counts down to 0.
3. Create the following matrices (a) C1 is a 5x5 magic matrix, (b) C2 is a 5x5 identity Matrix. (c) C3 is a 5x5 matrix whose elements are all
3. (d) C4 is a 5x5 zero matrix.
4. Create a matrix D using the command: D = [C1 C2; C3 C4]
5. Create a matrix E using the command: E= [C3 C1; C2 C1]
6. Evaluate: F = D - 2ED + 31
7. Evaluate: G = 4E - 5DE
Script e
H Save
C Reset
I MATLAB Documentation
1 %Create a Matrix A with the following properties:Single Row with that starts with 10 and ends with maximui
2 A =
3 % Create a Matrix B which is a column vector that starts with 50 and counts down to 0.
4B =
5 %Create the following matrices
6 % (a) C1 is a 5x5 magic matrix,
7 C1=
8 %(b) C2 is a 5x5 identity Matrix.
9 C2-
10 %(c) C3 is a 5x5 matrix whose elements are all 3.
11 C3=
12 %(d) C4 is a 5x5 zero matrix.
13 C4=
14 %Create a matrix D
15 D = [C1 C2; C3 C4];
16 %Create a matrix E
17 E= [C3 C1; c2 C1];
18 %Evaluate F:
19 Fe
20 %Evaluate G:
21 G=
22
Run Script
Assessment:
Submit
Value A
Value B
Value C1
Value C2
Value C3
Value C4
Value F
Value G
Functions Used
Functions Used2
O 2020 The MathWorks, Inc.
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