Create the following variables • a = 2.3; b = -87.3; • A = [1,2; 4,5]; Create a matrix 2 × 2 B using the rand() function. Create two random complex numbers, call them z1 and z2 using the randi() function. Both the real and complex components should be random integers in the interval [-5,5]. Make sure to include the semicolons. Otherwise, the numbers are printed to the screen. For intensive applications, constantly printing to the screen slows the software down.

Computer Networking: A Top-Down Approach (7th Edition)
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Author:James Kurose, Keith Ross
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Chapter1: Computer Networks And The Internet
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Create the following variables
• a = 2.3;
• b = -87.3;
• A = [1,2; 4,5];
Create a matrix 2 × 2 B using the rand() function.
Create two random complex numbers, call them z1 and z, using the randi()
function. Both the real and complex components should be random integers in the
interval [-5,5].
Make sure to include the semicolons. Otherwise, the numbers are printed to the screen.
For intensive applications, constantly printing to the screen slows the software down.
Add the following lines of code. You should notice the workspace fill up with variables
after running your file. I want you to print to the screen for this part. Normally, you
wouldn’t unless you were looking for mistakes.
• a + b
a – b
a * A – 2 * b * B
• 3 * 21 – 4 * Z2
Transcribed Image Text:Create the following variables • a = 2.3; • b = -87.3; • A = [1,2; 4,5]; Create a matrix 2 × 2 B using the rand() function. Create two random complex numbers, call them z1 and z, using the randi() function. Both the real and complex components should be random integers in the interval [-5,5]. Make sure to include the semicolons. Otherwise, the numbers are printed to the screen. For intensive applications, constantly printing to the screen slows the software down. Add the following lines of code. You should notice the workspace fill up with variables after running your file. I want you to print to the screen for this part. Normally, you wouldn’t unless you were looking for mistakes. • a + b a – b a * A – 2 * b * B • 3 * 21 – 4 * Z2
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