1.) Save Table 1 below in an excel file called 'Superheat' and complete the instructions that follow:

Table 1: Properties of Superheated Steam at three different Pressures (1MPa =10¹¹6 N/m^2)

a. Use a MATLAB command to import the data from an excel file, as a (13x10) matrix 'SteamProps'

b. Given that h=u+pv, use the column vectors of the 'SteamProps' matrix with operations to extract all the known columns of Table 1, find hi, h2 in kJ/kg, and show the new 'SteamProps' matrix.

c. Plot v(T) v/s Ton the same graph for pressures pi, p2,p3. Show the title, legend, and labelled axes.

d. Create three subplots (1x3) showing u(T),h(T) v/s Ton each subplot for these 3 pressures , with titles, labelled axes, and legends for T in the range [200, 800] and u/h in the range [2500, 4500].

2.) From Table 2 below showing the Ideal-gas specific heats (in Btu/Ibmol.R ) of various common gases as a function of temperature (in Rankine, ^°R):

Table 2: Cp of common gases as a function of temperature

a. Create an anonymous function c_p(a,b,c,d,n of these parameters and call it for Air at T=678°R

b. Use symbolic computation to obtain the change in internal energy, ΔU = ₅₈₀∫¹⁵⁰⁰c_vdT for oxygen where c_p = c_v + R, and the gas constant, R = 48.24 Btu/lbmol•R.

c. Using the matrix multiplication of two matrices 'P' (7x4) and 'R'(4x3) in MATLAB, obtain a matrix 'S' of all the c_p values missing in the table. (Hint: i.e. [7x4]*[4x3]=[ 7x3]).