1 Instructions 1. This home work will help you meet the course learning outecome no. 2, ie., CLO2. 2. Submission deadline is Sunday, 28 Mar 2021. You will submit this homework online via Google Classroom. Create an Octave script file and save it as YourFullNameHW4.m. 2 Tasks Write Octave commands in the script file that you just created to do the following: 1. Create a row vector rl with six columns, where each of its elements is a 1. 2. Create a row vector r2 with six columns, where each of its elements is a 0. 3. Create a row vector r3 with six columns, where each of its elements is a random integer value between 1 and 9; 4. Create a row vector r4 with six columns, where each of its elements is a digit from your month and year of birth. For example, if you were born in April 2001 then the vector should look like this [0, 4, 2,0, 0, 1]; 5. Create an identity matrix m1 of order 6 x 6. 6. Starting from the first row, replace the rows of matrix ml with the following: (a) First row of ml +2 x rl. (b) r2 + r3 (c) r4 (d) 2 x r3 - 3 x rl (e) r3 - rl (f) r4 +2 x r3 7. Assign the transpose of m1 to ml. *Engr. Sheraz Ali Khan, PhD

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
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1 Instructions
1. This home work will help you meet the course learning outecome no. 2, ie., CLO2.
2. Submission deadline is Sunday, 28 Mar 2021. You will submit this homework online via Google
Classroom. Create an Octave script file and save it as YourFullNameHW4.m.
2 Tasks
Write Octave commands in the script file that you just created to do the following:
1. Create a row vector rl with six columns, where each of its elements is a 1.
2. Create a row vector r2 with six columns, where each of its elements is a 0.
3. Create a row vector r3 with six columns, where each of its elements is a random integer value between
1 and 9;
4. Create a row vector r4 with six columns, where each of its elements is a digit from your month and year
of birth. For example, if you were born in April 2001 then the vector should look like this [0, 4, 2,0, 0, 1);
5. Create an identity matrix m1 of order 6 x 6.
6. Starting from the first row, replace the rows of matrix ml with the following:
(a) First row of ml +2 x rl.
(b) r2 + r3
(c) r4
(d) 2 x r3 - 3 x rl
(e) r3 - rl
(f) r4 + 2 x r3
7. Assign the transpose of m1 to m1.
"Engr. Sheraz Ali Khan, PhD
8. Use the linspace function to create a vector of 300 elements in the range 1→ 100000 and assign it to
the vector r1.
9. Find the common logarithm, i.e. base 10, of each element in r1 and assign the resulting vector to r2.
10. Find the natural logarithm, i.e., base exp, of each element in rl and assign the resulting vector to r3.
11. Plot the common and natural logarithm curves on a single figure.
12. Carefully watch the video lecture for Lecture 14, and write the script for finding out all the prime
numbers between 2 and 20,000.
Transcribed Image Text:1 Instructions 1. This home work will help you meet the course learning outecome no. 2, ie., CLO2. 2. Submission deadline is Sunday, 28 Mar 2021. You will submit this homework online via Google Classroom. Create an Octave script file and save it as YourFullNameHW4.m. 2 Tasks Write Octave commands in the script file that you just created to do the following: 1. Create a row vector rl with six columns, where each of its elements is a 1. 2. Create a row vector r2 with six columns, where each of its elements is a 0. 3. Create a row vector r3 with six columns, where each of its elements is a random integer value between 1 and 9; 4. Create a row vector r4 with six columns, where each of its elements is a digit from your month and year of birth. For example, if you were born in April 2001 then the vector should look like this [0, 4, 2,0, 0, 1); 5. Create an identity matrix m1 of order 6 x 6. 6. Starting from the first row, replace the rows of matrix ml with the following: (a) First row of ml +2 x rl. (b) r2 + r3 (c) r4 (d) 2 x r3 - 3 x rl (e) r3 - rl (f) r4 + 2 x r3 7. Assign the transpose of m1 to m1. "Engr. Sheraz Ali Khan, PhD 8. Use the linspace function to create a vector of 300 elements in the range 1→ 100000 and assign it to the vector r1. 9. Find the common logarithm, i.e. base 10, of each element in r1 and assign the resulting vector to r2. 10. Find the natural logarithm, i.e., base exp, of each element in rl and assign the resulting vector to r3. 11. Plot the common and natural logarithm curves on a single figure. 12. Carefully watch the video lecture for Lecture 14, and write the script for finding out all the prime numbers between 2 and 20,000.
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