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Chapter 11 Getting Started with MATLAB 11.3.1 Using the help functions, search the MATLAB documentation for information on user- 11.3.2 Using the help functions, determine the call statement for the built-in function fzero. 11.3.3 Using the help functions, determine the call statement for the built-in function fsolve. 238 tad with MATI.. degrees? 11.3 Accessing Help Functions specified functions. 11.3.4 Using the help functions, search the MATLAB documentation for information on bare graphs. 11.3.5 Using the help functions, search the MATLAB documentation for information on 3. dimensional plots 11.4 Using the Script Editor to Develop m-files 11.4.1 Write an m-file that solves Problem 11.2.8. 11.4.2 Write an m-file that solves Problem 11.2.11. 11.4.3 Write an m-file that determines the position of a falling object after 2 sec if yo is equal to 100 ft and g is equal to 32.2 ft/s2 using y = yo - lagt Also, execute the code and obtain a numerical solution. *11.4.4 Write an m-file that determines the pressure (p) of a gas at a temperature (T) of 400K, a volume (V) of 100 1 and a total of 20 gmol (n) using the ideal gas law: pV = nRT . that converts a distance in miles (D_miles) into inches psi-ft/Ib-mol-'R). using common conversion factors. 11.2.6 Evaluate the following MATLAB expression by hand and using the Command Window: 2*4-5+8/2. 11.2.7 Evaluate the following MATLAB expression by hand and using the Command Window: 244-5+2+8/2^2 11.2.8 Evaluate the following MATLAB expression by hand and using the Command Window: 3+2+1^5/2+8+3^2/2^2 *11.2.9 Evaluate the following MATLAB expression by hand and using the Command Window: (2*4-5+8)/2 . 11.2.10 Evaluate the following MATLAB expression by hand and using the Command Window: (2^(4-5*2) +8/2^2)^0.5 11.2.11 Evaluate the following MATLAB expression by hand and using the Command Window: (3*2+1)^5/(2+ (8*3)^2/2^2). 11.2.12 Write the MATLAB code to represent the following equation (position of a falling object): y = yo - lagi? *11.2.13 Write the MATLAB code to represent the following equation (volume of a sphere): 403 V= 3 11.2.14 Write the MATLAB code to represent the following equation (the mean free path in a shock wave): 2=34 AM A VSRT 11.2.15 Write the MATLAB code to represent the following equation (where is the dimensionless velocity profile in a shock wave): 1- S()= - exp[B(1-a)Ma(3-5)] (6-0)