this is for table 2
4x2+6x32x=9 B. Display only the real part of answer to A 05x4+2x10 D. Differentiate the following using symbolic expressions x4+2x10 Problem 2. Tables and structs office supplies xsx= Using the above data file import data from the excel spreadsheet and answer the following questions: A. Using MATLAB script, import the .xlsx file and find how many data rows & columns there are B. Find how many occurrences of pencils' were bought (hint: using the function char() on the entire column of items will change the variables to equal length strings) C. Using MATLAB script, find the rep and region associated with the maximum unit cost ". do not hard code, this should work for a new. xlsx file with the same table titles Problem 3. Simulink A. Create a simulation a ball thrown from 30m high up with a vertical velocity of 45m/s. Or in other words, has the following conditions: y=9.81x2my(0)=30my(0)=45sm A. Plot the output y vs. time B. Use the simulink skeleton to output correctly in your published .pdf file BONUS 5 pts: Have your simulation limit the ball so it cannot reach a negative height 4x2+6x32x=9 B. Display only the real part of answer to A 05x4+2x10 D. Differentiate the following using symbolic expressions x4+2x10 Problem 2. Tables and structs office supplies. xsx= Using the above data file import data from the excel spreadsheet and answer the following questions: A. Using MATLAB script, import the .xlsx file and find how many data rows \& columns there are B. Find how many occurrences of 'pencils' were bought (hint: using the function char() on the entire column of items will change the variables to equal length strings) C. Using MATLAB script, find the rep and region associated with the maximum unit cost " do not hard code, this should work for a new. xlsx file with the same table titles Problem 3. Simulink A. Create a simulation a ball thrown from 30m high up with a vertical velocity of 45m/s. Or in other words, has the following conditions: y=9.81s2my(0)=30my(0)=45sm A. Plot the output y vs. time B. Use the simulink skeleton to output correctly in your published .pdf file BONUS 5 pts: Have your simulation limit the ball so it cannot reach a negative height 4x2+6x32x=9 B. Display only the real part of answer to A 05x4+2x10 D. Differentiate the following using symbolic expressions x4+2x10 Problem 2. Tables and structs office supplies xsx= Using the above data file import data from the excel spreadsheet and answer the following questions: A. Using MATLAB script, import the .xlsx file and find how many data rows & columns there are B. Find how many occurrences of pencils' were bought (hint: using the function char() on the entire column of items will change the variables to equal length strings) C. Using MATLAB script, find the rep and region associated with the maximum unit cost ". do not hard code, this should work for a new. xlsx file with the same table titles Problem 3. Simulink A. Create a simulation a ball thrown from 30m high up with a vertical velocity of 45m/s. Or in other words, has the following conditions: y=9.81x2my(0)=30my(0)=45sm A. Plot the output y vs. time B. Use the simulink skeleton to output correctly in your published .pdf file BONUS 5 pts: Have your simulation limit the ball so it cannot reach a negative height 4x2+6x32x=9 B. Display only the real part of answer to A 05x4+2x10 D. Differentiate the following using symbolic expressions x4+2x10 Problem 2. Tables and structs office supplies. xsx= Using the above data file import data from the excel spreadsheet and answer the following questions: A. Using MATLAB script, import the .xlsx file and find how many data rows \& columns there are B. Find how many occurrences of 'pencils' were bought (hint: using the function char() on the entire column of items will change the variables to equal length strings) C. Using MATLAB script, find the rep and region associated with the maximum unit cost " do not hard code, this should work for a new. xlsx file with the same table titles Problem 3. Simulink A. Create a simulation a ball thrown from 30m high up with a vertical velocity of 45m/s. Or in other words, has the following conditions: y=9.81s2my(0)=30my(0)=45sm A. Plot the output y vs. time B. Use the simulink skeleton to output correctly in your published .pdf file BONUS 5 pts: Have your simulation limit the ball so it cannot reach a negative height
