The stdatm.m file:

z(1)=0; t(1)=288.15; p(1)=101.325; rho(1)= 1.225; z(2)=1; t(2)=281.65; p(2)=89.874; rho(2)= 1.112; z(3)=2; t(3)=275.15; p(3)=79.495; rho(3)= 1.007; z(4)=3; t(4)=268.65; p(4)=70.108; rho(4)= .909; z(5)=4; t(5)=262.15; p(5)=61.64; rho(5)= .819; z(6)=5; t(6)=255.65; p(6)=54.019; rho(6)= .736; z(7)=6; t(7)=249.15; p(7)=47.181; rho(7)= .66; z(8)=7; t(8)=242.65; p(8)=41.06; rho(8)= .59; z(9)=8; t(9)=236.15; p(9)=35.599; rho(9)= .525; z(10)=9; t(10)=229.65; p(10)=30.742; rho(10)= .466; z(11)=10;t(11)= 223.15; p(11)=26.436; rho(11)= .412; z(12)=12; t(12)=216.65; p(12)=19.33; rho(12)= .311; z(13)=14; t(13)=216.65; p(13)=14.101; rho(13)= .227; z(14)=16; t(14)=216.65; p(14)=10.287; rho(14)= .165; z(15)=18; t(15)=216.65; p(15)=7.505; rho(15)= .121; z(16)=20; t(16)=216.65; p(16)= 5.475; rho(16)= .088; z(17)=24; t(17)=220.65; p(17)=2.93; rho(17)= .046; z(18)=28; t(18)=224.65; p(18)= 1.586; rho(18)= .025; z(19)=32; t(19)=228.65; p(19)=.868; rho(19)= .013;

6. Using Matlab and values in the file "stdatm.m," make a plot that contains graphs of both temperature and potential temperature as functions of height, with height on the vertical axis. Add labels for the horizontal and vertical axes, a title, and a legend to distinguish the curves