Four weekend Programming classes consist of students with the following numbers: Class I=32 students, Class II=40 students, Class III=34 students and Class IV=28 students. The distribution of students' average marks for each class for four (4) tests is given as the followings: Testl = [76 78 68 82] Test2 = [58 65 70 66] Test3 = [82 84 75 90] Test4 = [77 68 69 75] For the above distribution, write an Octeve/Matlab script (m-file) containing single line of command to determine each of the following: 1. Number of students attended the Programming class 2. Total student marks for Test 1 3. Total Test2 mark for Class III 4. Total student Test3 mark for each class 5. Which class has an average mark of Test4 above 70 6. Minimum average mark of Test4

Four weekend Programming classes consist of students with the following numbers: Class I=32 students, Class II=40 students, Class III=34 students and Class IV=28 students. The distribution of students' average marks for each class for four (4) tests is given as the followings: Testl = [76 78 68 82] Test2 = [58 65 70 66] Test3 = [82 84 75 90] Test4 = [77 68 69 75] For the above distribution, write an Octeve/Matlab script (m-file) containing single line of command to determine each of the following: 1. Number of students attended the Programming class 2. Total student marks for Test 1 3. Total Test2 mark for Class III 4. Total student Test3 mark for each class 5. Which class has an average mark of Test4 above 70 6. Minimum average mark of Test4

Computer Networking: A Top-Down Approach (7th Edition)

7th Edition

ISBN:9780133594140

Author:James Kurose, Keith Ross

Publisher:James Kurose, Keith Ross

Chapter1: Computer Networks And The Internet

Section: Chapter Questions

Problem R1RQ: What is the difference between a host and an end system? List several different types of end...

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Question

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Four weekend Programming classes consist of students with the following numbers: Class I=32
students, Class II=40 students, Class III=34 students and Class IV=28 students. The distribution of
students' average marks for each class for four (4) tests is given as the followings:
Testl = [76 78 68 82]
Test2 = [58 65 70 66]
Test3 = [82 84 75 90]
Test4 = [77 68 69 75]
For the above distribution, write an Octeve/Matlab script (m-file) containing single line of command
to determine each of the following:
1. Number of students attended the Programming class
2. Total student marks for Test 1
3. Total Test2 mark for Class III
4. Total student Test3 mark for each class
5. Which class has an average mark of Test4 above 70
6. Minimum average mark of Test4

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