1. Write a script which prompts the user enter the dimensons of a cubic object and...

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1. Write a script which prompts the user enter the dimensons of a cubic object and calculates its volume and surface area. Next the script must write the results in the following format in the file called "mydata.txt": The volume of the cubic object is 8.000 cm3 The surface of the object is 24.000 cm2. 2. Modify the previus problem such that the result for the volume is written in the file "mydata01.txt" and the result for the surface area is written in the file "mydata02.txt". 3. Write a script which prompts the user enter the number of the students in his/her classroom and display the following output using "disp" and "num2str". The number of the students is 23. 4. Write a user-defined function called "myfun" which calculates the following function: 3x-4, x<1 f(x)= x+2, 1 ≤x≤ 10 2x+4, x>10 5. Fiboacci Numbers can be obtained from п 1 Fr => √(5) + Using vectorization method find the sum of the terms which are smaller than 1 x 10. (Answer: 1.9642 x 10%) 6. Solve the previous problem using a while loop, but without a break command. 7. Solve the previous problem using an infinite loop and a break command. 1. Write a script which prompts the user enter the dimensons of a cubic object and calculates its volume and surface area. Next the script must write the results in the following format in the file called "mydata.txt": The volume of the cubic object is 8.000 cm3 The surface of the object is 24.000 cm2. 2. Modify the previus problem such that the result for the volume is written in the file "mydata01.txt" and the result for the surface area is written in the file "mydata02.txt". 3. Write a script which prompts the user enter the number of the students in his/her classroom and display the following output using "disp" and "num2str". The number of the students is 23. 4. Write a user-defined function called "myfun" which calculates the following function: 3x-4, x<1 f(x)= x+2, 1 ≤x≤ 10 2x+4, x>10 5. Fiboacci Numbers can be obtained from п 1 Fr => √(5) + Using vectorization method find the sum of the terms which are smaller than 1 x 10. (Answer: 1.9642 x 10%) 6. Solve the previous problem using a while loop, but without a break command. 7. Solve the previous problem using an infinite loop and a break command.

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To address the tasks provided I will create MATLAB scripts for each problem as described 1 Script to ... View the full answer